problem solving 4 operations

Worksheet on Word Problems on Four Operations

Practice the questions given in the worksheet on word problems on four operations i.e. addition (+), subtraction (-), multiplication (×) and division (÷).

Solve the following:

1.  The population of a town is 198568. Out of them 45312 are men and 35678 are women. Find the number of children in the town.

2.  A shopkeeper has 2425 boxes of 24 pencils each. How many pencils do all the boxes have in all?

3.  Linda bought a coat for $2265 and a saree for $2150. She gave $5000 to the shopkeeper. How much money did the shopkeeper return to her?

4.  The cost of 21 TV sets is $95844. Find the cost of one TV set.

5.  A factory produces 24532 bulbs in a month. What is its annual production?

6. There are 145968 bags of sugar, 236487 bags of wheat and some bags of rice in a godown. It the total number of bags in the godown is 450000, find the number of bags of rice.

7. A factory manufactured 483685 toys in three weeks. The production in first week was 146345 toys and in second week 138152 toys. Find the production in the third week.

8. The cost of a sofa set is $9372. How much will 124 such sofa sets cost?

9. There are 86 rooms in a school. 4386 students study there. Equal number of students sits in each room?

10. 1575 students of a school want to go Agra by bus. If one bus can carry 75 students, how many buses are required to carry all the students?

11. The cost of a radio set is 1475. What is the cost of 35 such radio sets?

12. In an election, 52496 people voted for Ron, 44929 people for Jhon and 36824 people for Mike in a town. If everyone voted in the town, what is the total number of voters?

13. Maria bought 96 toys priced equally for $12960. The amount of $1015 is still left with her. Find the cost of each toy and the amount she had.

Answers for the worksheet on word problems on four operations are given below to check the exact answers of the above questions on addition, subtraction, multiplication and division.

1. 117578 children.

2. 58200pencils.

5. 294384 bulbs.

6. 67545 bags.

7. 199188 toys.

8. $1162128

9. 51 students.

10. 21 buses.

13. $135, $13975

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Four Operations Word Problems

How would you enhance your children’s knowledge of arithmetic operations? The best way would be to help them practice four operations word problems. These math problems for kids provide an opportunity for them to understand the concept and critically think about the scenarios for accurate results. Kids can solve word problems on addition, subtraction, multiplication and division based on their understanding abilities. 

Contents 

• List of Four Operations Word Problems

Addition Word Problems

• Subtraction Word Problems
• Multiplication Word Problems

Division Word Problems

• Benefits of Word Problems on Four Operations for Kids

Frequently Asked Questions on Four Operations Word Problems

Mixed arithmetic operations word problems enable kids to practice multiple concepts at the same time. It reduces the monotony of learning the same topic repeatedly. Therefore, kids can practice all four operations word problems for a better understanding of the concepts. You can teach word problems on four operations with the help of math activities . In this way, they pay attention to the concept you are teaching and learn to solve the problems systematically. 

Check math-related articles:

List of Four Operations Word Problems for Kids

Practicing four operations word problems develops problem-solving skills in children. Mixed operations word problems consist of a variety of questions that enable kids to think critically and come up with solutions. They learn to read the sentences keenly and understand them before solving the problems. Given below is a list of word problems on addition, subtraction, multiplication and division. 

• Lucy went to the market and bought 2 pounds of millet and 6 pounds of corn for her restaurant. What is the total weight of the cereal she buys in all? 

Solution : Weight of millet = 2

Weight of corn = 6

Total weight of cereal purchased = 2 + 6 = 8 pounds

Therefore, the total weight of cereal Lucy bought is 8 pounds. 

• Sarah has 35 rose plants, 65 orchid plants and 80 jasmine plants in her nursery. What is the total number of plants she has in her nursery?

Solution: Number of rose plants = 35

Number of orchid plants = 65

Number of jasmine plants = 80

Total number of plants = 35 + 65 + 80 = 180 

Therefore, the total number of plants in Sarah’s nursery is 180. 

• Bunny got three pairs of shoes for his family worth 120 $, 160 $ and 300 $. What is the total amount of money he paid for the shoes?

Solution : Amount of three pairs of shoes = 120 $, 160 $ and 300 $

Total amount of money paid for shoes = 120 + 160 + 300 = 580 $

Therefore, the total amount of money Bunny paid for the shoes is 580 $. 

• Tim got 150 packs of biscuits, 100 candies and 176 chocolate chips for his Halloween party. What is the total number of food items he purchased from the store?

Solution: Number of biscuits = 150

Number of candies = 100

Number of chocolate chips = 176

Total number of food items = 150 + 100 + 176 = 426

Therefore, the total number of food items Tim purchased from the store is 426. 

Also, refer Addition Worksheets for Grade 3 .

Subtraction Word Problems 

• Sam got 4 apples from the orchard. He gave 2 apples to his siblings. How many apples are remaining with him?

Solution : Number of apples got from orchard = 4

Number of apples given to siblings = 2

Total number of apples remaining with Sam = 4 – 2 = 2

Therefore, the total number of apples left with Sam is 2. 

• Alisha baked 67 vanilla cupcakes for a birthday party. She used 50 cupcakes for the party and kept the rest inside the refrigerator. How many cupcakes did she keep in the refrigerator?

Solution : Number of baked cupcakes = 67

Number of cupcakes used for the birthday party = 50 

Total number of cupcakes Alisha kept inside the refrigerator = 67 – 50 = 27

Therefore, the total number of cupcakes kept in the refrigerator by Alisha is 27. 

• Around 100 kids attended the art workshop conducted by school authorities. Out of 100, around 80 kids completed their art activities at a given time. How many children continued their artwork in the workshop even after the deadline?

Solution : Number of children who attended the workshop = 100

Number of children who completed their art activities on time = 80

Total number of children who continued their artwork after the deadline = 100 – 80 = 20

Therefore, the total number of children who continued with artwork after the deadline is 20. 

• A girl has 20 oranges, and she shares 2 oranges with her friends. How many oranges are remaining with her?

Solution: Number of oranges = 20

Number of oranges given to her friends = 2

Total number of oranges remaining with the girl = 20 – 2 = 18 oranges

Therefore, the total number of oranges remaining with the girl after sharing the oranges with her friends is 18. 

Also, refer to 3rd Grade Subtraction Worksheets .

Multiplication Word Problems 

• A person drives 10 miles per hour. What is the total distance he covered in 4 hours?

Solution: Number of miles traveled in one hour = 10 

Total number of miles covered in 4 hours = 10 x 4 = 40 miles

Therefore, the total distance traveled by the person in 4 hours is 40 miles. 

• A waiter earns 50 $ per hour. What is the total amount of money he earns for 8 hours?

Solution: Amount of money earned in one hour = 50 $

Total amount of money earned in 8 hours = 50 x 8 = 400 $

Therefore, the total amount of money the waiter earned for 8 hours is 400 $. 

• Samuel purchased 2 school bags for his daughter and son. The cost of each school bag is 30 $. What is the total cost of the bags he bought?

Solution: Number of school bags = 2

Cost of each school bag = 30 $

Total cost of school bags = 30 x 2 = 60 $

Therefore, the total cost of school bags Samuel purchased for his daughter and son is 60 $. 

• A person keeps 50 pens in a carton box. What is the total number of pens he keeps in 15 carton boxes? 

Solution: Number of pens in a carton box = 50

Total number of carton boxes = 15 

Total number of pens in 15 carton boxes = 50 x 15 = 750 pens 

Therefore, the total number of pens the person kept in 15 carton boxes is 750. 

Also, refer to Multiplication Worksheets Grade 3 .

• A boy gave 150 $ to his friend to purchase new clothes. His friend bought 2 pairs of pants from the allotted money. How much money did his friend pay for each pair of pants? 

Solution: Amount of money given to the friend = 150 $

Number of pants purchased = 2

Total amount of money spent on each pair of pants = 150 ÷ 2 = 75 $

Therefore, the total amount of money spent on each pair of pants by the boy’s friend is 75 $. 

• Susan baked 400 vanilla pies for her guests. She distributed the entire vanilla pies equally to the 100 guests present at the party. How many vanilla pies did each guest receive?

Solution: Number of vanilla pies = 400

Number of guests present at the party = 100

Total number of vanilla pies received by each guest = 400 ÷ 100 = 4

Therefore, the total number of vanilla pies received by each guest is 4. 

• A jug contains 50 cups of juice in it. There are 10 people in the queue waiting for a cup of juice to drink. How many cups of juice will each person get?

Solution : Number of cups of juice in a jug = 50

Number of people waiting to get a cup of juice = 10 

Total number of cups of juice each person will receive = 50 ÷ 10 = 5 cups of juice

Therefore, the total number of cups of juice each person will receive is 5. 

• 16 students in a class ran a total of 2000 meters in the relay race. How many meters did each child run? 

Solution: Number of students in a classroom = 16

Number of meters students ran in a relay race = 2000

Total number of meters each student ran = 2000 ÷ 16 = 125 meters

Therefore, the total number of meters each student ran was 125. 

Also, refer to Long Division Worksheets .

Benefits of Word Problems on Four Operations for Kids 

The benefits of mixed word problems for kids are mentioned below:

• It helps them learn the concept of arithmetic operations quickly. 
• It enables kids to solve problems critically and come up with logical solutions. 
• It creates interest in children to learn to solve word problems. 
• It develops critical thinking and problem-solving skills in children. 
• It enables children to get fast and accurate results for the word problems on four operations. 

We hope this article on four operations word problems for kids was useful to you. To learn about activities, worksheets and games, explore worksheets for kids , math for kids ,  puzzles for kids , kids learning sections at Osmo.

What are the four operations word problems?

Four operations word problems are mathematical questions on real-life scenarios or situations that kids need to critically think and come up with logical solutions related to addition, subtraction, multiplication and division.

What are the benefits of four operations word problems?

The benefits of four operations word problems are that it helps kids solve mathematical problems with critical thinking and problem-solving skills. They will learn and understand the arithmetic operations for better academic results.

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Basic Arithmetic Operations: The Four Fundamental Operators

Just like Julie Andrews told us in The Sound of Music , we should “start at the very beginning” because it’s “a very good place to start.” In math, we don’t start with Do-Re-Mi, but we do build on the fundamentals known as arithmetic operations!

Mastering arithmetic operations means setting a strong foundation for a lifetime of successful math learning, so we strongly encourage taking the time to really commit to these skills!

If you’re looking for more of a broad overview of the arithmetic branch of mathematics, let’s take a step back so we can go through arithmetic as a whole first.

Ready to get started with arithmetic operations?

First of all, what is “arithmetic operations”?

Arithmetic operations are the building blocks for all mathematical processes and methods. (Yeah, they’re kind of a big deal!) These types of operations are part of the “arithmetic” branch of math.

Arithmetic operations strip math down to the basics that we use every day, whether we realize it or not. Those basics are addition, subtraction, multiplication, and division.

Not so scary, right?

Basic arithmetic

You’ll sometimes hear arithmetic operations referred to as “basic arithmetic,” meaning the most fundamental mathematical operations.

Fundamental arithmetic operations

The fundamental arithmetic operations are typically thought to be addition, subtraction, multiplication, and division.

We’ll dive into each more thoroughly in a moment!

Some schools will also include comparing numbers and evaluating powers (or exponents) as part of arithmetic operations. If you’re not there yet, don’t worry! Everyone moves at their own pace — and we can always help you when you do get there.

The four basic operations of math

Whether you’re balancing your checkbook or ordering pizza for a party, chances are you’re using some of the four basic arithmetic operations daily.

But sometimes, when something is so second-nature, it can be hard to explain it well. Here’s a table of terms and examples that you can use when describing the four basic operations:

Now that we know more about each operation, we can drill down even further and take a look at each operation’s operator.

What are arithmetic operators?

Arithmetic operators are the symbols we see in math problems that represent an action we should take. They’re like little math GPS instructions, telling us what needs to happen in order for us to reach our final destination.

In other words, the operator tells us which operation to perform! For example, the $$-$$ operator tells us that we should subtract.

Let’s look at each operator a little more closely:

Arithmetic operators: a guide

Learning arithmetic operators (and their related operations) is like learning to drive a car — you need know which pedal does what before you can hit the gas and start steering.

Here’s a handy chart explaining what each operator means and how it might look on the page:

Sometimes, you’ll see more than one operator in the same problem. If those operators are different — for example, a “+” and a “÷” in the same problem — you’ll need to follow the PEMDAS structure .

As a reminder, PEMDAS stands for:

• Parentheses
• Multiplication (left to right)
• Division (left to right)
• Addition (left to right)
• Subtraction (left to right)

Arithmetic operations examples

Understanding the context behind arithmetic operations will help strengthen learning, but the thing that will really cement these skills is trying them out! Working through problems — and, honestly, getting a few wrong — ensures that the learner is fully involved.

So, when you’re ready, try solving these example problems:

• $$2 \times1$$
• $$8 – 5 + 2$$
• $$3 \times4 – 1$$
• $$\frac{4}{2} + \frac{6}{3}$$
• $$5 – 1 + 3$$
• $$7 \times 3 \times 2$$
• $$12 ÷ 3 + 5$$
• $$2 \times 0$$

Having trouble? That’s okay! Whether we like it or not, feeling uncertain or stuck is actually part of the learning process. The good news is that you don’t have to stay stuck! Scan the tricky problem with your Photomath app and we’ll walk you through each step.

P.S.: You can also check your answers to the example problems by scanning them with the app!

Here’s what it looks like:

One more thing: Which two basic arithmetic operations are commutative?

Addition and multiplication are known as “commutative” (in other words, they follow the Commutative Property). This means that you can switch the order of the numbers and still get the same result.

You might notice this when you work through the example problems, but the Commutative Property means that $$2 + 3$$ equals the same sum as $$3 + 2$$. Likewise, $$4 \times 5$$ gets us the same product as $$5 \times4$$ would.

However, this does not mean that we can switch between addition and multiplication. For example, $$2 + 3 4$$ is not the same as $$2\times34$$. That’s why PEMDAS is so important!

We hope that, by now, you’re feeling a little more at ease with arithmetic operations. The math itself isn’t too intimidating, so as long as you have a strong understanding of the terms and symbols, you’re ready to take on arithmetic operations!

When you’re ready to advance beyond the four basic operations, we can also teach you more about comparing numbers and evaluating powers!

No matter where you are in your math journey, if you find yourself stuck with a tricky problem in front of you, all you have to do is scan it with your Photomath app — from there, we can describe each step of the solving process in detail. That way, nothing gets missed or forgotten, and you have an expert roadmap for next time.

Remember: Math doesn’t have to be stressful, because we’re always on your team!

Related Topics

• Math Explained: Arithmetic
• Arithmetic Operations

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WORD PROBLEMS - using all four operations

Subject: Mathematics

Age range: 7-11

Resource type: Worksheet/Activity

Last updated

22 September 2020

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Common Core: 3rd Grade Math : Solving Problems Involving the Four Operations, and Identifying and Explaining Patterns in Arithmetic

Study concepts, example questions & explanations for common core: 3rd grade math, all common core: 3rd grade math resources, example questions, example question #1 : solve two step word problems using the four operations: ccss.math.content.3.oa.d.8.

Example Question #2 : Solve Two Step Word Problems Using The Four Operations: Ccss.Math.Content.3.Oa.D.8

Example Question #1363 : How To Add

Example Question #772 : Operations & Algebraic Thinking

Now we need to add the watermelon, strawberries, and raspberries together to find our total. 

Example Question #773 : Operations & Algebraic Thinking

Example Question #774 : Operations & Algebraic Thinking

To find the total number of flyers that she hung we add the amount of flyers on the east side and the amount on the west side. 

Example Question #6 : Solve Two Step Word Problems Using The Four Operations: Ccss.Math.Content.3.Oa.D.8

Example Question #1 : Solving Problems Involving The Four Operations, And Identifying And Explaining Patterns In Arithmetic

Now we need to add up our number of balls, stuffed animals and ropes to find our total. 

Example Question #2 : Solving Problems Involving The Four Operations, And Identifying And Explaining Patterns In Arithmetic

To find the total amount of laps that he swam, we need to add up the laps that he did each day. 

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4th Grade Order of Operations

Pemdas worksheets.

Our grade 4 order of operations worksheets provide practice in solving equations involving the 4 operations with up to 6 terms and parenthesis . No use of exponents or negative numbers.  

Sample Grade 4 Order of Operations Worksheet

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

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