order of operations problem solving worksheets

Order of Operations Worksheets

Welcome to the order of operations worksheets page at Math-Drills.com where we definitely follow orders! This page includes Order of Operations worksheets using whole numbers, integers, decimals and fractions.

Elementary and middle school students generally use the acronyms PEMDAS or BEDMAS to help them remember the order in which they complete multi-operation questions. The 'P' or 'B' in the acronym stands for parentheses or brackets. All operations within parentheses get completed first. The 'E' refers to exponents; all exponents are calculated after the parentheses. The 'M' and 'D' are interchangeable as one completes the multiplication and division in the order that they appear from left to right. The fourth and final step is to solve for the addition and subtraction in the order that they appear from left to right.

More recently, students are being taught the acronym, PEMA, for order of operations, to avoid the confusion inherent in the other acronyms. For example, in PEMDAS, multiplication comes before division which some people incorrectly assumes means that multiplication must be done before division in an order of operations question. In fact, the two operations are completed in the order that they occur from left to right in the question. This is recognized in PEMA which more correctly shows that there are four levels to complete in an order of operations question.

Unless you want your students doing something different than the rest of the world, it would be a good idea to get them to understand these rules. There is no discovery or exploration needed here. These are rules that need to be learned and practiced and have been accepted as the standard approach to solving any multi-step mathematics problem.

Most Popular Order of Operations Worksheets this Week

Order of Operations With Whole Numbers and Integers

The worksheets in this section include questions with parentheses, addition, and multiplication. Exponents, subtraction, and division are excluded. The purpose of excluding some parts of PEMDAS is to ease students into how the order of operations works. To help students see a purpose for the order of operations, try to associate the expressions with related scenarios. For example, 2 + 7 × 3 could refer to the number of days in two days and three weeks. (9 + 2) × 15 could mean the total amount earned if someone worked 9 hours yesterday and 2 hours today for $15 an hour.

• Order of Operations With Whole Numbers (Addition and Multiplication Only) 2-Step Order of Operations with Whole Numbers ( Addition & Multiplication Only ) 3-Step Order of Operations with Whole Numbers ( Addition & Multiplication Only ) 4-Step Order of Operations with Whole Numbers ( Addition & Multiplication Only ) 5-Step Order of Operations with Whole Numbers ( Addition & Multiplication Only ) 6-Step Order of Operations with Whole Numbers ( Addition & Multiplication Only )

The worksheets in this section include questions with parentheses, addition, subtraction, and multiplication. Exponents and division are excluded. This section is similar to the previous one in that it is meant to help ease students into the order of operations without complicating things with exponents and division.

• Order of Operations With Whole Numbers (Addition, Subtraction and Multiplication Only) 2-Step Order of Operations with Whole Numbers ( Addition, Subtraction & Multiplication Only ) 3-Step Order of Operations with Whole Numbers ( Addition, Subtraction & Multiplication Only ) 4-Step Order of Operations with Whole Numbers ( Addition, Subtraction & Multiplication Only ) 5-Step Order of Operations with Whole Numbers ( Addition, Subtraction & Multiplication Only ) 6-Step Order of Operations with Whole Numbers ( Addition, Subtraction & Multiplication Only )

One last section to help ease students into the order of operations or simply for students who haven't learned about exponents yet. The questions on the worksheets in this section include parentheses and all four operations.

• Order of Operations With Whole Numbers (No Exponents) 2-Step Order of Operations with Whole Numbers ( No Exponents ) 3-Step Order of Operations with Whole Numbers ( No Exponents ) 4-Step Order of Operations with Whole Numbers ( No Exponents ) 5-Step Order of Operations with Whole Numbers ( No Exponents ) 6-Step Order of Operations with Whole Numbers ( No Exponents )

The worksheets in this section include questions with parentheses, exponents and all four operations.

• Order of Operations With Whole Numbers (All Operations, Parentheses and Exponents) 2-Step Order of Operations with Whole Numbers 3-Step Order of Operations with Whole Numbers 4-Step Order of Operations with Whole Numbers 5-Step Order of Operations with Whole Numbers 6-Step Order of Operations with Whole Numbers
• Order of Operations With Integers (No Exponents) 2-Step Order of Operations with Integers and No Exponents 3-Step Order of Operations with Integers and No Exponents 4-Step Order of Operations with Integers and No Exponents 5-Step Order of Operations with Integers and No Exponents 6-Step Order of Operations with Integers and No Exponents

The worksheets in this section include parentheses, exponents, and all four operations.

• Order of Operations With Integers (All Operations, Parentheses and Exponents) 2-Step Order of Operations with Integers 3-Step Order of Operations with Integers 4-Step Order of Operations with Integers 5-Step Order of Operations with Integers 6-Step Order of Operations with Integers

Order of Operations With Fractions and Decimals

As with other order of operation worksheets, the fractions order of operations worksheets require some prerequisite knowledge. If your students struggle with these questions, it probably has more to do with their ability to work with fractions than the questions themselves. Observe closely and try to pin point exactly what prerequisite knowledge is missing then spend some time going over those concepts/skills before proceeding. Otherwise, the worksheets below should have fairly straight-forward answers and shouldn't result in too much hair loss.

• Order of Operations with Positive Fractions (No Exponents) 2-Step Order of Operations with Positive Fractions (No Exponents) 3-Step Order of Operations with Positive Fractions (No Exponents) 4-Step Order of Operations with Positive Fractions (No Exponents) 5-Step Order of Operations with Positive Fractions (No Exponents) 6-Step Order of Operations with Positive Fractions (No Exponents)
• Order of Operations with Positive Fractions 2-Step Order of Operations with Positive Fractions 3-Step Order of Operations with Positive Fractions 4-Step Order of Operations with Positive Fractions 5-Step Order of Operations with Positive Fractions 6-Step Order of Operations with Positive Fractions
• Order of Operations with Positive and Negative Fractions 2-Step Order of Operations with Positive & Negative Fractions 3-Step Order of Operations with Positive & Negative Fractions 4-Step Order of Operations with Positive & Negative Fractions 5-Step Order of Operations with Positive & Negative Fractions 6-Step Order of Operations with Positive & Negative Fractions
• Order of Operations With Positive Decimals 2-Step Order of Operations with Positive Decimals 3-Step Order of Operations with Positive Decimals 4-Step Order of Operations with Positive Decimals 5-Step Order of Operations with Positive Decimals 6-Step Order of Operations with Positive Decimals
• Order of Operations With Positive and Negative Decimals 2-Step Order of Operations with Positive & Negative Decimals 3-Step Order of Operations with Positive & Negative Decimals 4-Step Order of Operations with Positive & Negative Decimals 5-Step Order of Operations with Positive & Negative Decimals 6-Step Order of Operations with Positive & Negative Decimals
• Order of Operations With Positive Decimals (European Format: Comma Decimal) 2-Step Order of Operations with Positive Decimals (Comma Decimal) 3-Step Order of Operations with Positive Decimals (Comma Decimal) 4-Step Order of Operations with Positive Decimals (Comma Decimal) 5-Step Order of Operations with Positive Decimals (Comma Decimal) 6-Step Order of Operations with Positive Decimals (Comma Decimal)
• Order of Operations With Positive and Negative Decimals (European Format: Comma Decimal) 2-Step Order of Operations with Positive & Negative Decimals (Comma Decimal) 3-Step Order of Operations with Positive & Negative Decimals (Comma Decimal) 4-Step Order of Operations with Positive & Negative Decimals (Comma Decimal) 5-Step Order of Operations with Positive & Negative Decimals (Comma Decimal) 6-Step Order of Operations with Positive & Negative Decimals (Comma Decimal)
• Order of Operations With Fractions and Decimals Mixed Order of Operations with Fractions & Decimals Mixed Order of Operations with Fractions & Decimals Mixed with some Negative Values

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Order of Operations Worksheets

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Order of Operations Worksheets

Rich with scads of practice, our printable order of operations worksheets get learners in grade 4 through grade 7 acquainted with the rule of performing the operations in the right order. The pdfs help grasp a procedural understanding of how to apply the order of operations using mnemonics like PEMDAS, DMAS, BEDMAS, or BODMAS in some countries, and the latest addition being GEMS to solve arithmetic expressions involving whole numbers, integers, fractions and decimals. Go ahead, use our free order of operations worksheets and solve arithmetic expressions in a jiffy!

» Evaluating Expressions with Exponents

» Evaluating Expressions with Parentheses

Order of Operations | 4 Basic Operations - Level 1

Apply the order of operations on expressions involving three whole numbers or integers. Direct grade 4 and grade 5 children to multiply or divide first, then add or subtract to solve the arithmetic expressions.

• Download the set

Order of Operations | DMAS - Level 2

Offering three levels of difficulty, the printable order of operations worksheets provide practice in using DMAS on expressions with 4 integers and 3 operators; You miss the order, you miss the answer!

Solving using PEMDAS - Level 3

Go the extra mile with these PEMDAS worksheets. A few added terms in the arithmetic expressions won't be a cause of worry to the math nerds of grade 5 and grade 6 who constantly look for extra practice.

Parentheses, Brackets, and Braces

Demonstrate your knowledge of the order of operations by simplifying what's within the innermost layer of the parentheses () first, moving outward simplifying the square brackets [], and curly braces {}.

Order of Operations with Fractions and Decimals

The time is just ripe to blend the order of operations with fractions and decimals. Simplify the expressions in the parentheses first, followed by multiplication or division, then addition or subtraction.

Comparing Two Quantities

Revisit order of operations as you solve the expressions on either side and compare the quantities using = or ≠ in Part A, < > or = in Part B and match expressions in Part C in these printable PEMDAS worksheets.

Finding the Missing Number

Keeping in line with the order of operations, solve the known part, perform inverse operations on either side to isolate and find the unknown part that makes the equation true.

Finding the Missing Operator

The twist in this section of order of operation worksheets is finding the missing operator. Figure out if it is an addition, subtraction, multiplication or division operation that will make the equation true.

Filling in the Numbers

Refine the problem-solving skills of your grade 6 and grade 7 learners as they fill the specified operands in the right places to keep the equation balanced, using the order of operations.

Filling in the Operators

Go pondering, puzzling, and scratching your head as you try to fix the right operator in the right place to balance the two sides of the equation in these order of operation worksheet pdfs.

GEMS is a foolproof order of operations strategy, where G stands for Groupings: parentheses, brackets, braces, E for Exponents, M for Multiply/Divide, and S for Subtract/Add whichever comes first to solve the expressions.

Evaluating Numerical Expressions with Exponents

With the positive and negative exponents taking the lead, the expressions may seem a little tricky. The order of operation worksheets perfectly fit the gap and propel 6th grade and 7th grade students to spades of practice.

(45 Worksheets)

Evaluating Numerical Expressions with Parentheses

Cruise through this batch of pdf worksheets where students are expected to evaluate numerical expressions with parentheses, and nested parentheses in accordance with the order of operations.

(54 Worksheets)

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Free Order of Operation Worksheets Library

Order of Operations Worksheet Library

Download your free order of operations math worksheets and answer keys.

Each free order of operations worksheet is organized by skill level and can be downloaded as a printable PDF file.

Looking for effective and engaging Order of Operations Math Worksheets to share with your students at home or in your classroom?

Below you will find an awesome collection of free topic-specific worksheets for students in grades 3-8+. Each order of operations worksheet includes a complete answer key and can be downloaded as a pdf file that is easy to print and share.

To download any of the order of operations worksheets below, simply click any of the blue text links to preview and download each order of operations worksheet.

And, if you would like a quick review of the order of operations , there is a recap section below the worksheets that you can reference.

Each order of operations worksheet is a sample from the Mashup Math Topic-Specific Worksheet Libraries available on our website. | Quick Links: How to Download/Print

Order of Operations Worksheet Previews and Download Links

Adding/Subtracting (w/ Parentheses)

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▶️ Adding/Subtracting 3 numbers (w/ parenthesis) (A)

▶️ Adding/Subtracting 3 numbers (w/ parenthesis) (B)

▶️ Adding/Subtracting 4 numbers (w/ parenthesis) (A)

▶️ Adding/Subtracting 4 numbers (w/ parenthesis) (B)

▶️ Adding/Subtracting 5 numbers (w/ parenthesis) (A)

▶️ Adding/Subtracting 5 numbers (w/ parenthesis) (B)

▶️ Adding/Subtracting 6 numbers (w/ parenthesis) (A)

▶️ Adding/Subtracting 6 numbers (w/ parenthesis) (B)

Mixed Operations

▶️ Adding/Subtracting/Multiply (no parenthesis) (3-4 numbers)

▶️ Adding/Subtracting/Multiply (w/parenthesis) (3-4 numbers)

▶️ Adding/Subtracting/Multiply (no parenthesis) (5-6 numbers)

▶️ Adding/Subtracting/Multiply (w/parenthesis) (5-6 numbers)

▶️ Extra practice (order of operations up to 6 terms) (A)

▶️ Extra practice (order of operations up to 6 terms) (B)

▶️ Extra practice (order of operations up to 6 terms) (C)

Advanced Order of Operations

▶️ Practice: Order of Operations with Exponents (A)

▶️ Practice: Order of Operations with Exponents (B)

▶️ Practice: Order of Operations with Exponents (C)

▶️ Practice: Order of Operations with Exponents (D)

▶️ Practice: Order of Operations with Nested Parenthesis (A)

▶️ Practice: Order of Operations with Nested Parenthesis (B)

▶️ Practice: Order of Operations with Nested Parenthesis (C)

▶️ Extended Practice: Order of Operations

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If so, check out Free Math Worksheets Library , where you will find hundreds of topic-specific practice worksheets with complete answer keys!

The Order of Operations: Review

Do you need a quick recap of the order of operations and how to correctly apply them when solving math problems?

In math, the order of operations is a set of rules that you must following whenever you are solving a problem that has multiple terms and operations, including:

Subtraction

Multiplication

Groupings/Brackets/Parentheses

While almost every student learns the mnemonic PEMDAS (which is often represented using the expression Please Excuse My Dear Aunt Sally) to remember these operations and their order.

However, memorizing this mnemonic and what each letter stands for is actually a poor strategy when it comes to learning to correctly apply the order of operations. Why? Because relying on the oversimplified memory trick that is PEMDAS will often lead to you ending up with incorrect answers because math operations are not always directly performed when left to right.

In fact, the order of operations have specific rules that must be followed, namely the relationships between multiplying/dividing and adding/subtracting.

Order of Operations Worksheet Advice: Relying on the PEMDAS mnemonic may be a poor strategy for understanding the order of operations and how to correctly apply them.

While using PEMDAS can be a helpful way to remember all of the operations, it is important that you understand and remember a few key nuances related to PEMDAS and the order of operations:

Key Nuances to PEMDAS and the Order of Operations:

P: Perform operations inside of parenthesis or brackets first (if there are none, you can skip this step).

E: Next, move onto applying any exponents (if there are none, you can skip this step).

M/D: Perform multiplication/division from left to right. There are many cases where you will have to perform division before multiplication!

A/S: Finally, perform addition/subtraction from left to right. There are many cases where you will have to perform subtraction before division!

For example, consider the problem 56 ÷ 7 x 2 .

In this problem, we have two operations—division and multiplication. In this case, we have to remember that the order of operations calls for use to perform multiplication/division from left to right as follows:

The solution is 16. However, had you believed that PEMDAS requires you to perform multiplication first and division second, you would have likely come to the incorrect solution that the answer is 4. If this example was a multiple choice problem, one of the choices, of course, would be 16, but another choice would likely be 4.

Order of Operations Worksheet: Make sure that you understand the key nuances to PEMDAS if you plan on using it to help you to remember how to correctly apply the order of operations.

If you want to be able to consistently solve math problems involving multiple operations, then you will need to have a strong understand of the order of operations.

PEMDAS can be an effective tool for remembering how to apply the order of operations, as long as you remember the key nuances mentioned above (namely the relationships between performing multiplication/division and/or addition/subtraction in order from left to right).

If you want to learn more about PEMDAS and the order of operations and work through more step-by-step practice problems, click here to access our free guide: The PEMDAS Meaning Explained with Examples .

Once you understand how to correctly apply the Order of Operations, you can strengthen and solidify your understanding through practice. We highly recommend downloading and working through an order of operations worksheet from the collection above that is appropriately challenging for your grade and skill-level.

Each order of operations worksheet includes an answer key so you may check your work and assess your own understanding. If you find that you are solving most of the problems correctly, then you will likely want to try a more advanced worksheet. However, if you are struggling, you should spend some time reviewing the order of operations before moving on.

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Choose Math Operation Game Choose the mathematical operation(s) so that the number sentence is true. Practice the role of zero and one in basic operations or operations with negative numbers. Helps develop number sense and logical thinking.

Order of operations: lesson for third grade A free lesson for grade 3 about the order of operations. For this grade level, the lesson only deals with addition, subtraction, and multiplication.

• The first generator (grades 2-5) lets you choose from five different operations to include (the four basic operations plus exponents), choose to include parentheses or not , and choose the basic number ranges used in the different operations. You can use decimals or whole numbers. This generator uses the symbol × for multipliciation and ÷ for division, as is customary in elementary grades. You can also control the workspace below problems, font size, and the border around each problem. Unfortunately, the first generator does not work correctly if you include both exponents and parenthesis. Sorry about that! However, I feel it is STILL very useful for what it does do.
• The second generator (grades 6-9) includes by default all four operations and parenthesis. You can choose to include exponents or not. The second one uses a raised dot (·) for multiplication (as is customary in algebra). It uses a fraction line for division, and thus involves fractions . Again, you can include decimals or not, control the number of problems, workspace below the problems, font size, and whether there is a border around the problems.

Order of Operations Worksheets

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Order of Operations Word Problem Worksheets

Tips for Conquering Word Problems - Do you think that the toughest things the most difficult time of your life is when you encounter word problems? So how do you tackle these world problems to become an efficient and confident word-problem solver? If you feel like you need help, here are a few tips that will surely come in handy! When you see a word problem, you don't have to freak out. What you need to do is to assume that your word problem is divided into three parts; before, during, and after. We will take every part one by one and tackle them! Before - Before you reach the "during phase," your strategy has to be to Plan out the whole process. Here is what you need to do: Read and visualize. Re-read the problem and code. Sketch and predict. Read the word problem thoroughly and find out what the problem is asking, and what a reasonable answer would be. During - Once you have sketched a rough outline of what needs to be done, all you have to do now is to see whether your strategy fits or not. Here, the problem needs to be solved, and this is what you have to do: Show your strategy and skills. Use your thinking skills. While solving the questions, you need to make sure that the strategy you are using is ideal, and just to be sure, look for ay other possibilities through which you can solve your question. After - We often tend to make mistakes in our questions and don't realize until it is usually too late. So, what you need to do is: Recheck your work. Read the question once more. Make sure you answered the question. Make sure that you have re-read the question and that whatever your answer is, it is according to the question. Answer the question in one sentence, and you are done! A series of worksheet and lesson topics that will help students learn to properly proceed through word problems that require a use of multiple operations. Your first step will be to determine the correct order to process each of these operations in.

Aligned Standard: 5.OA.1

• Kahuna Killer Coffee House's Warehouse Lesson - How many cups of coffee can Kahuna make with the stock in the warehouse? You will start this problem by writing it out as a single string equation and then determine the order to process the operations in.
• Jacob's Boat Guided Lesson - Besides boat deals, Michelle is taking kids to the park and Gabe has to determine how cars he has on the dealership car lot.
• Guided Lesson Explanation - The last problem is difficult for this level, see if they can get it.
• Computer Problems - Worksheet 1 - Working at a computer store involves a great deal of math.
• Trucking Word Problems - Worksheet 2 - You might wonder about the title for this one, but they all involve trucking and shipping. Some of these problems will have many different steps take your time to determine the order.
• Animals on McDonald's Farm - Worksheet 3 - It's amazing what you can tell from a simple tally.
• Mass Operations Word Problems 3-Pack Series - This is the absolute awesome series of order of operations based story problems for students to master at this level. Members only access.
• Answer Keys - These are for all the unlocked materials above.

Homework Sheets

Very clearly written problems that focus on simple calculations and PEMDAS.

• Homework 1 - Sally has 15 marbles and gives Jack 5. If she gives half of what remain to Joe, how many marbles does she have left? Most of these problems will have you processing either a division/multiplication operation with adding/subtraction. Remember which comes first.
• Homework 2 - Bob is the manager of an apartment complex. If the complex has 56 one bedroom apartments, 72 two bedroom apartments, and 102 three bedroom apartments, how many bedrooms are in the entire complex?
• Homework 3 - How many points did Brian and Tim score together from the floor (do not count free throw)?

Practice Worksheets

See if the second practice sheet makes you brighter.

• Practice 1 - Sarah bought 2 tables that cost $20 each and 8 chairs for $10 each. She bought enough plates to have one for each chair. If the plates cost $2 each, how much did she spend in all?
• Practice 2 - If someone sponsors Dwight for $2.50 per mile to hike the Eastern Continental Trail one way and he only hikes half the trail how much would the sponsor owe Dwight?
• Practice 3 - Tom prints photos that cost 6 cents each. He prints 2 photos from the 1st day, 12 photos from the 2nd day, and he has 3 photos from each of the two art museums. How much will he spend in all?

Math Skill Quizzes

The question sets are pretty wordy and they have a few twists in them.

• Quiz 1 - Mrs. Smith has 40 packs of construction paper and each pack contains 20 red, 30 black, 30 white, 15 blue, and 15 green pieces of paper. How many pieces of paper does Mrs. Smith have?
• Quiz 2 - Susan is responsible for producing payroll reports for Smith and Company. The company pays the following full time employees: 10 employees that make $950 per week, 2 employees that make $1025 per week and the CEO who makes $1500 per week. How much do all the full time employees make per week?
• Quiz 3 - Brandon plays for his high school baseball team the Braves. For the season Brandon hits 22 singles, 8 doubles, 1 triple, and 2 home runs. If Brandon went to bat 72 times how many times did he not get a hit?

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Home > Math Worksheets > Order of Operations

When you are performing mathematical calculations, there are a few things you must keep in mind. For starters, the order of operations through which you'll solve problems is crucial to understand. But when does such an instance happen? It's when you have a problem that requires multiple operations, such as 4+2×3. Now, the confusion arises whether you want to perform addition first, then multiplication, or vice versa. The answer is simple, and we'll follow the order rule known as PEMDAS. PEMDAS stands for "Parentheses, Exponents, Multiplication, Division, Addition, and Subtraction," and it has a mnemonic phrase "Please Excuse My Dear Aunt Sally," for better understanding. Let's solve an example to get a better understanding. 4 + (2 + 1) 2 , 4 + (3) 2 , 4 + 9 = 13.

Your students will use these worksheets to review how to apply the proper order of operations for equations containing multiple operators. When you run into a problem that contains multiple operations in the same mathematical statement, we have to follow a consistent order in which we process each operation. It will almost always change the final outcome based on if you process the sum, difference, product, or quotient first or last. For example, if you were confronted with the problem: 3 + 6 × 4 ÷ 2. If you were to process the operations in order (addition, multiplication, and finally division) you answer would be 18. If you were to go right to left (division, multiplication, and finally addition) you would end up with an answer of 15. If you were to use basic PEMDAS we would process (multiplication first, division second, and end with addition) our final answer would be 15 as well. Please note that in terms of PEMDAS multiplication and division are at the same level so in the example we would process the mix of multiplication and division left to right. We can easily see that these facts can become very confusing for young learners.

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Order of operations worksheets, below you will find 3 category pages and below those are over 100 printable sheets., double digit and three terms worksheet.

Students will solve a series of exercises that feature double and triple digits as well as three terms. You will get twelve chances on these guys.

Remember to evaluate left to right when you have operations that are at the same level. Twelve problems are provided.

Students will solve order of operations problems with double-digits and three terms. Twelve problems are provided.

Working with Parentheses Worksheet

The parentheses will now become a big factor in what is going on here. Twelve problems are provided.

We will work on some tried and true obstacles that will help us better understand the concepts. Twelve problems are provided.

The parentheses will be key here. Twelve problems are provided.

Three Terms with Negative Numbers Worksheet

Remember to take a step back and think things through.

We start to work with negative numbers in our calculations. You will get twelve chances on these guys.

For this selection of equations three terms and negative numbers exists. Students will solve these order of operations problems. Twelve problems are provided.

Negative Numbers and Parentheses Worksheet

Remember that when at the same level multiplication and division should be processed left to right. Twelve problems are provided.

Students will practice solving order of operations problems with three ternms, negative numbers, and parentheses. Twelve problems are provided.

Learn to recognize the series of operations that affect the entire exercise. You will get twelve chances on these guys.

Think through these calculations mentally before you write anything on your page. Twelve exercises for you in all.

We get more practice with this skill in a stellar practice activity. Twelve times to get better.

A series of operations must be processed for these equations with three terms, negative numbers, and single digit numbers.

One Digit, Three terms Worksheet

We will work through exercises that have been designed for the most basic of skills.

Single-digit Three Factors Practice

These types of problems can often frustrate you if you do not work on seeing the whole picture. You will get twelve chances on these guys.

Single-digit Three Factors Drill

Do not get stuck with all of these operations and get caught up in the simple math. Twelve problems for you to work with.

Single-digit Three Factors with Parentheses Worksheet

You will tackle order of operations problems that have three single digit terms and parentheses.

Do not get stuck with all of these operations and get caught up in the simple math.

Do not rely on math in your head to solve the problems that have many different terms.

More On Parentheses Worksheet

If some of these problems are not thought through before you start, you will get two different answers.

Take a few minutes to think your way through all of these problems as you approach them.

Some of these problems can be a bit deceptive. Twelve problems for you to work with.

Double Digits, Four Terms, Negative Numbers Worksheet

We get an opportunity to work on this skill more.

Students will practice solving order of operations problems that feature four terms, double-digit numbers, and negative numbers.

We started in a small setting with these types of exercise. Now we jump up a level. Twelve problems for you to work with.

Mixed Digits with Four Terms Worksheet

Students will solve problems that have four terms and mixed digits.

You may note that division is not found in many cases.

Solve all twelve problems that incorporate everything that we have talked about so far.

Four Terms of Single Digits and Negative Numbers Worksheet

We will build a solid foundation off of these types of problems.

These are the promising skills you will begin and end with.

We take a step closer to algebra skills full on.

Single Digit Four Term Worksheet

Students will solve order of operations problems that have four terms and single digits.

Students will practice solving order of operations calculations in a select setting.

remember all of the concepts we have explored with this topic.

Two-step Problems Worksheet

Students will solve two-step problems.

We bump up the difficulty with two-step problems.

Students will solve order of operations problems requiring two steps.

Two-step Problems Intermediate Skills Worksheet

We would say these exercises start to bump to the next level.

Students will practice solving intermediate-level two-step order of operations problems.

We get in some more work with these types of problems.

Two-step Problems Basic Skills Worksheet

Students will solve twelve basic level problems to work on.

These problems will help you learn how to get these problems all set to go.

We will get after these order of operations problems.

Two-step Problems with Parentheses Worksheet

Do not let the parentheses position confuse you. Start breaking things down inside them.

When there are parentheses, it is always evaluated first. This lesson walks you through it.

Lesson and One

We get more practice with processing these questions with parentheses.

Using Order of Operations Lesson

This worksheet explains what "Operations" means things like add, subtract, multiply, divide, squaring, etc. If it isn't a number, it is probably an operation.

Lesson and Practice

Students will evaluate the given expressions using order of operations. A sample problem is solved and two practice problems are provided.

Order of Operations Two-Steps Lesson

This worksheet will help you build a strategy to work on this with. A sample problem is solved.

See if it helps you process these left to right, unless you see a division and multiplication symbol next to each other. A sample problem is solved and two practice problems are provided.

Two Steps Worksheet

Students will solve problems using two step order of operations skills.

A nice way to introduce and review this skill. Ten problems are provided.

Order of Operations Two-Steps Drill

Students will solve this series of ten problems that are provided.

Order Matters

Does the order matter? Check by calculating the answer in 2 or 3 different orders.

Advanced Worksheet

Students will solve problems by carrying out operations in the correct order. Ten problems are provided.

Practice the Skill

Write the expression using multiplication or exponents. Find the value

Advanced Practice

Some of these problems are pretty complicated.

Make It Real Worksheet

Put a parenthesis into the equation to make it true.

Students will practice carrying out operations in the correct order.

Basic Lesson

This series of problems will get working through everything.

3 Steps Try the Skill

Students will practice solving equations containing multiple operations. Three problems are provided.

Order of Operations 3-Steps Lesson

This worksheet explains how to solve problems using three-step order of operations. A sample problem is solved.

Extra Practice

You will get even more reps in with this sheet.

These are pretty complex ways to approach it. Ten problems are provided.

Students will practice carrying out three step operations in the correct order.

For these equations you will run through multiple operations. Eight problems are provided.

To perform any arithmetic operation we follow "PEMDAS" rule, the steps are as follows.

Using Order of Operations Worksheet

Rule 1: First perform any calculations inside parentheses (brackets).

Rule 2: Next perform all multiplications and divisions, working from left to right.

Ruke 3 Practice

Rule 3: Lastly, perform all additions and subtractions, working from left to right.

Order of Operations 4 Steps Worksheet

Students will solve problems by carrying out operations over a series of four steps Ten problems are provided.

More practice processing 4 step order of operations in the correct order.

Write the expression to match each instruction. For example: First add 30 and 40, then subtract the sum from 100.

Basic Warm Up

We examine how to process a four term order of operations problem. Three problems are provided.

Using Order of Operations Drill

Complete the operations within the parentheses () first. Eight problems are provided.

Class Sheet

More work on this series of order of operations problems. We have ten chances to practice here.

Your Practice

Who can not use more help and practice with this skill?

Students will solve eight simple order of operations problems.

These three problems will help you better understand the course of the problems that are out there.

For equations containing multiple operations, students will carry out operations in the correct order. Eight problems are provided.

Order of Operations and Equations

Write an expression for the given condition. Mr. Brown and Mr. Dick bought a used boat for $1600. Then they repaired the boat and spent $200 on its maintenance. Write an expression to distribute the cost between them and find each person's expenses?

Solve the given problems in right order.

Write the expression and solve: Sam has $1000 to be distributed among two groups equally. Later the first part is divided among five children and second part is divided among two brothers. Give the expression for money distribution between two brothers and their parts?

This rule depicts the correct sequence in which the operations are to be executed, so as to find out the value of a given expression.

Class Practice

Students will practice using order of operations to solve equations. Ten problems are provided.

When there are parentheses, the contents always evaluated first.

Try the Skill

Mark the description with the right number sentence. Mark cuts three 30 cm pieces of cloth from a 1 meter long cloth. Which calculation tells you about the piece that is left?

Sample Series

This worksheet will have you work on operations that should be carried out, and in which order, for equations containing multiple operations. A sample problem is solved.

My Worksheet

Students will carry out operations in the correct order. A sample problem is solved and two practice problems are provided.

Match the description with the right number sentence. Then calculate.

Story Problem Practice

Example problem: Julia walks 15 meters towards the hill from a point. He turns back and takes 8 steps of 1 meter each. Which calculation shows the distance with the initial point?

Example: Solve the following equation: 9 × (2 3 ÷ 4 × 5)

Order of Operations with Exponents

This worksheet explains how to use order of operations to solve equations with exponents. A sample problem is solved.

More Practice

Students will use the order of operations to solve for some expressions with exponents. A sample problem is solved and two practice problems are provided.

For problems with exponents we have to process that portion early in our calculations.

You will get more work with the order of operations to solve equations with exponents.

A set of rules for arithmetic operations are devised to perform calculations involving more than one arithmetic operation.

(2-step problems)- Worksheet 1

You will need to make two moves to complete these problems. Three problems are provided.

Drawing Ordered Pairs Warm Up

Students will draw ordered pairs on a grid. Three problems are provided.

This worksheet reviews all the concepts we have discussed with order of operations to solve equations. A sample problem is solved, and two practice problems are provided.

2 Step Order of Operations Worksheet

Students will use 2 step order of operations skills to solve equations.

A nice way to breeze over this topic with students.

The concept of how to use 2-step order of operations to solve equations is reviewed. A sample problem is solved and two more problems are given for you to work on.

Students will demonstrate their proficiency with these skills and the overall concepts.

See how you are doing with this topic.

We walk you through a four step problem using what we have learned so far.

3 Step Order of Operations Worksheet

Students will use 3 step order of operations to solve equations.

Students will get themselves together to answer this series of exercises.

The concept of how what we have seen with three step exercises is reviewed. A sample problem is solved.

These activities will take five steps to complete them. Six practice problems are provided.

Students will demonstrate their ability with these skills on a quiz.

Good to use as an entire class. Three problems are provided, and space is included for students to copy the correct answer when given.

We will breakdown a four step process.

4-step Order of Operations Worksheet

Students will use 4 step order of operations to solve equations.

This is a really helpful sheet to cover just about everything we have learned.

The last in the series of sheets does a good job of summing up what we have learned. A sample problem is solved.

Order of Operations Worksheets

Order of Operations Practice Questions

Click here for questions, click here for answers.

BODMAS, BIDMAS, bodmas,

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Order of Operations Worksheets (Includes Parenthesis & Exponents)

On these worksheets, students will evaluate expressions and solve equations using the order of operations. This page contains advanced level activities that include parenthesis and exponents.

Whole Numbers Only

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Includes Fractions & Decimals

Follow this link to see all different levels of activities for teaching Order of Operations.

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PEMDAS Problems Worksheets 5th Grade

Welcome to our PEMDAS Problems page. Here you will find our range of Math sheets which will help your child learn to use parentheses (brackets) and exponents (powers). There are also lots of sheets to help you practice and master PEMDAS.

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What is pemdas.

• All Worksheets
• Using Parentheses Worksheets
• Using Exponents Worksheets

Using Parentheses and Exponents Worksheets

• Order of Operations Worksheets

PEMDAS Challenges & Games

• Harder PEMDAS Worksheets
• More Recommended Resources

PEMDAS Problems Online Quiz

Pemdas problems worksheets and help.

Here you will find a range of 5th grade math sheets which will help your child learn to use parentheses and exponents, and practice PEMDAS with a range of equations.

The sheets are arranged in order of difficulty with the easiest sheets first.

Using these sheets will help your child to:

• learn to use parentheses (brackets) and understand how they work;
• learn to use exponents (powers) and understand how they work.
• practice using PEMDAS to solve a range of different problems involving parentheses, exponents, as well as addition, subtraction, multiplication and division.

These pemdas problems are aimed at a 5th and 6th grade level.

PEMDAS (sometimes referred to as PEMDAS, BEDMAS or BODMAS) is a mathematical acronym to help you understand how calculations work.

The acronym refers to the order in which any calculation shold be done, and is typically introduced at around the 5th grade level.

The acronym stands for the following:

• P = Parentheses (Brackets)
• E = Exponents
• D = Division
• M = Multiplication
• A = Addition
• S = Subtraction

One popular way to remember the PEMDAS rule is the saying:

'Please Excuse My Dear Aunt Sally'.

However, the PEMDAS rule is not quite so straightforward as it seems.

If you would like help using this rule and looking at some worked examples, follow the link below.

• PEMDAS Rule Support Page

The sheets below do use the PEDMAS rule, but it is not necessary for you to be familiar with it in order to complete the worksheets.

The worksheets below gradually introduce parentheses and exponents in a simple way so that your child can (hopefully) quickly grasp these concepts before they start solving trickier pemdas problems.

Pemdas Problems - Using Parentheses (Brackets) Worksheets

• Using Parentheses Sheet 5:1
• PDF version
• Using Parentheses Sheet 5:2

Pemdas Problems - Using Exponents (Powers) Worksheets

• Using Exponents Sheet 5:1
• Using Exponents Sheet 5:2

Using Parentheses & Exponents Worksheets

• Using Parentheses & Exponents Sheet 5:1
• Using Parentheses & Exponents Sheet 5:2

Using Parentheses and Exponents Walkthrough Video

This short video walkthrough shows several problems from our Using Parentheses & Exponents Sheet 5:1 being solved and has been produced by the West Explains Best math channel.

If you would like some support in solving the problems on these sheets, check out the video!

PEMDAS Problems - Order of Operations Worksheets

The sheets below use PEMDAS to work out a range of calculations.

The first series of sheets are a great resource for students who are just learning the rule.

The second series of sheets are good for stretching and challenging more able students.

Pemdas Problems - Order of Operations worksheets

• Order of Operations Sheet 1
• Order of Operations Sheet 2
• Order of Operations Sheet 3

PEMDAS Challenges Worksheets

• PEMDAS Challenges Sheet 1
• PEMDAS Challenges Sheet 2
• PEMDAS Challenges Sheet 3

PEMDAS RULE GAME

The PEMDAS rule game is a game which involves using brackes, multiplication and addition or subtraction.

The aim of the game is to place digit cards in the pemdas game boards to get as close to the given target as possible.

PEMDAS GAME

Grade: 5th Grade + Number of players: any. Learning skills: learning PEMDAS and reasoning skills.

• Pemdas Game Board: addition and multiplication
• Pemdas Game Board: subtraction and multiplication
• Instructions
• Digit Cards 0-9 Sheet 1
• Digit Cards 0-9 Sheet 2

Looking for something harder?

The sheets in this section are at a harder level than those on this page.

• 6th Grade Order of Operations

More Recommended Math Worksheets

Take a look at some more of our worksheets similar to these.

More Fifth Grade Number Worksheets

Here you will find a range of Free Printable 5th Grade Number Worksheets.

• use place value with up to 3 decimal places;
• understand how to use exponents (powers) of a number;
• understand and use parentheses (brackets);
• understand and use multiples and factors;
• extend their knowledge of prime and composite (non-prime) numbers up to 100;
• know and be able to use the PEMDAS (or PEDMAS) rule.

All the Free 5th Grade Math Worksheets in this section are informed by the Elementary Math Benchmarks for 5th Grade.

• 5th Grade Place Value to 3dp
• Balancing Math Equations

Ordering Large Numbers and Decimals to 3dp

The sheets in this section involve ordering lists of decimals to 3 decimal places.

There are sheets with decimals up to 10, and also sheets with numbers from -10 to 10.

Each sheet is carefully graded and comes with an answer sheet provided.

• Ordering Large Numbers up to 100 million
• Ordering Decimals to 3dp

Fifth Grade Math Games

Here you will find a range of free printable 5th Grade Math games.

All children like to play Math games, and you will find a good range of Grade 5 Math Games here for your child to play and enjoy.

The following games involve different 5th Grade Math activities which you and your child can enjoy together.

• Math Games 5th Grade

Our quizzes have been created using Google Forms.

At the end of the quiz, you will get the chance to see your results by clicking 'See Score'.

This will take you to a new webpage where your results will be shown. You can print a copy of your results from this page, either as a pdf or as a paper copy.

For incorrect responses, we have added some helpful learning points to explain which answer was correct and why.

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We would be grateful for any feedback on our quizzes, please let us know using our Contact Us link, or use the Facebook Comments form at the bottom of the page.

This quick quiz tests your knowledge and skill at using PEMDAS to solve a range of math problems here.

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Grade 5 PEMDAS Worksheets

Order of operations with exponents and parenthesis.

Our grade 5 order of operations worksheets include the use of simple exponents, parenthesis and nested parenthesis  with the 4 standard operations.

The PEMDAS acronym

parenthesis - exponents - multiply/divide - add/subtract

reminds students as to the correct order of operations.

Sample PEMDAS worksheet

More order of operations worksheets

Browse all of our order of operations worksheets , from adding and subtracting with parenthesis to full PEMDAS worksheets including exponents.

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