The name “mathematics” conjures up intricate equations and calculations in our heads, especially when tackling word problems.

Mathematical jargon might be perplexing at times, and we may not comprehend the question’s demand or what we need to calculate.

Do you think maths is a challenging subject?

Because mathematics encompasses a wide range of formulae, equations, figures, and other concepts, I believe your response will be yes. When we get stuck on a problem, we wonder who created the mathematics and why.

Dealing with word problems is difficult, especially for children learning the fundamentals of mathematics.

They needed to translate the english statement and words into mathematics, which they found difficult.

We’ll show you how to solve arithmetic word problems quickly and easily in this blog. This step-by-step guide to solving arithmetic word problems will prepare you to tackle these challenges.

How to Solve Word Problems in Math

We will show you how to solve word problems in mathematics step by step.

Identify the terms

Take the time to learn the definition of the word. It would be beneficial if you remembered words like increased by, ratio, subtraction, and so on. It will be simple to find the correct solution if you have properly recognized the terms. If you get confused by the words, your calculations will be useless if you get the erroneous answer.

Examine the Problem

You must carefully consider your question. Read every word of your statement and filter the information you’ve been provided and the information you need to calculate. It allows you to concentrate on the key terms. You failed to separate the provided and requested data; there is a risk of being confused between the multiple numbers.

Also see the Experts’ Top Tips for Learning Excel.

Make a drawing

When it comes to answering geometry word problems, the picture is really important. Assume you’re asked to compute the area of a triangle, square, circle perimeter, and so on. The image will show you what you need to know.

Furthermore, when teaching math principles to children, they will quickly grasp the concept with the help of illustrations. For example, if you want to teach kids how to add numbers, you can draw pictures of apples, kites, pencils, and other objects.

Consider your options before answering the questions.

Take your time when completing calculations and consider whether your methods are proper. Consider the formula you can apply to the unique situation or which solution concept you need to embrace before answering the questions.

Do some practice.

Almost everyone understands that practice makes perfect. You should practice the single-word problem’s many questions. You will become familiar with the perplexing terminology this way. So, continue to practice from time to time.

Let’s look at some arithmetic word problems and see how we can solve them.

We’ll go over some addition, subtraction, multiplication, and division word problems here. These issues will be discussed in the form of questions and answers.

Addition

- Joined together or combined

A child has five cookies and two scoops of ice cream. What would happen if all cookies and ice creams were amalgamated or joined?

The addition computation is represented here by merged or joined together. As a result, the answer is -5+2=7.

- total

What is the total of 5 mangoes and 5 apples, for example?

The sum will be 5+5=10.

- In addition

What should be the solution to the question 5 plus 7?

Solution: 5+7=12 is the correct solution.

- Included in

Liza and Anderson are 5 years and 10 years old, respectively. When the ages of Liza and Anderson are brought together, the result is Peter’s age. Peter’s age is unknown.

Solution- In this case, we must carefully read each word in the statement. Then, step by step, solve the problem.

Lize is 5 years old.

Anderson is ten years old. The age of Peter is calculated by multiplying Lize’s age by Anderson’s age.

The age of Peter is 5+10=15.

So Peter is fifteen years old.

- Boosted by

Question: A rectangle’s breadth is 5 cm, and the length of the rectangle is 3 cm when the breadth is increased by 3 cm. What is the rectangle’s area?

Solution- A picture is really helpful in these types of queries.

We need to label and draw a picture over here.

First, make a list of the dimensions.

5cm in width

length=breadth+3=8cm

8cm in length

l x b Equals area

The area is now 85=40 cm2.

- in total

Ram purchased six candies, while Rihana purchased four. How many candies are there in total?

Solution: To calculate the total number of candies, multiply the number of candies by the number of candies. Total candies = 6 + 4 = 10

Subtraction

- Reduced by

Question: The length of a rectangle is 8 cm, and the width of the rectangle is 3 cm less than the length. What is the rectangle’s area?

Here is the solution: length = 8cm

8-3 =5 cm in width

Because we know that the area of a rectangle is l b, the answer is = 85= 40 cm2.

- Negative

Question: We have two terms, 75 and 25, which we subtract to get the two times of the second term. What will the response be?

75 and 25 are the two terms we have.

75-25=50 minus these terms

The second term is multiplied by 50. (25). As a result, the answer is 50.

- Reduced by

Question: What should we do if we divide 75 by 25?

Students become perplexed when they read comments like the ones above. However, in this case, all we have to do is subtract 25 from 75. Because fewer words denote subtraction, we should be familiar with these terminology to avoid any misunderstandings.

- Distinction

Question: A girl is 15 years old, while her younger brother is 9 years old. What is the age difference between them?

Answer-To find the age difference between them, we must subtract their ages.

15 minus 9 equals 6

So there is a 6-year age gap between them.

- Left/Left Over/Left Following

If a tree has 9 leaves and 5 of them fall off, what would happen? How many leaves does the tree have left?

The remaining values are denoted by the left word. The remaining values can be calculated by subtracting them.

9-5=4 leaves remaining

- Investing

If an employee’s income is 100 rupees and his or her expenses are 50 rupees. What exactly is saving?

Answer- To calculate the savings, subtract the expenses from the earnings.

Income-Expenditure = Savings

Savings = 100-50=

As a result, the employee has saved $50.

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Multiplication

- the

Question: For 1/2 of 4/3, what will be the answer?

The multiplication of the two integers is denoted by between the two numbers. The end outcome will be as follows:

2/3 = 1/2 x 4/3

- Two, three, or four times

Maria has 5 gem packets, while Anderson has 2 times the number of Maria’s packets. Anderson, how many packets do you have?

Solution: Multiply Maria’s Gems packets by 2 to find the amount of packets Anderson owns.

Gem’s packet count Maria possesses 5 Gem’s packet count 2 x 5 = 10 Anderson

- Multiplication

What is the result of multiplying the number of hours in a day and night by the number of days in a week?

The number of hours in a day and night equals 24.

The number of days in a week is seven.

The answer will be 247=168.

- Created by

Question: Liza has 25 chocolates while her brother only has 5. So, what is their chocolate’s end product?

The term “product” refers to the multiplication of two numbers. As a result, their chocolate product is

125 + 255 =

5.Three times(two times) ( three times)

Haden purchased five ice cream cones, but Albert purchased Haden’s ice cream twice. Albert, how much ice cream did you buy?

Solution: Haden purchased 5 ice cream cones.

Albert bought Haden’s ice cream twice.

Albert purchased 2 x 5 = 10 ice cream cones.

Division

- Each

A class of 20 students has been formed. The teacher, on the other hand, has 60 candies. How many candy bars will she hand out to each student?

The per word denotes the distribution of candies based on the number of students. We must determine the amount of sweets required for a single pupil.

To get this out, multiply the amount of candies by the number of students.

Number of sweets per pupil = 60/20=3 candies

- from the

Question: For 25 out of 100, what will be the answer?

Answer: We receive grades in school and college. We use the word out of to express our numbers. A student’s grade can be calculated as 25 out of 100. We must write them as follows: 25/100

- The ratio

Question: Sam is 50 years old, while Adam is 100 years old. What is their age difference?

Solution: We divide the numbers to determine the ratio. We must first determine the ratio; we will do so as follows:

Their age ratio is 50/100=12.

As a result, the ratio is 1:2.

four percent

Question: Determine the figure for 20%.

Solution- The percentage value of 20% is

20/100=1/5

- Split evenly

On the occasion of Disha’s birthday, there are five pals. They divided the cake into 5 equal portions. How many pieces are they going to cut?

Solution: They sliced the cake into five equal pieces for five people, which means we must cut the cake into five pieces.

So there were some word problems, and the goal was to solve these types of questions repeatedly until perfection was achieved. To accurately answer the questions, we must proceed step by step.

Conclusion

I hope you now understand how to do arithmetic word problems quickly. Don’t be confused; it’s preferable if you complete your calculations with patience. Analyze your issue and follow the steps outlined above to remedy it. Make a lot of practice with these concepts and vocabulary, as well as the math calculations.

To avoid any misunderstanding, we have provided you with word problems and answers to those queries. All we have to do now is concentrate on the question’s requirements. Filter and determine data to ensure transparency. Then consider the formula you’ll use to answer a specific question. Our specialists can assist you with your math algebra homework.

Questions Frequently Asked

What factors influence our mathematical calculations?

The intricacy of the question, a lack of basic information, your attitude toward the problem, the environment, and the method you employed to solve the problem all influence our calculations. As a result, you must begin your query with a good mindset and the appropriate approach.

How do you work out math word problems with kids?

Children are naturally responsive and enjoy learning useful information. So use real-life examples to explain these mathematical principles. If your child is eating an apple, for example, you can put all the apples in front of them to help them comprehend addition, subtraction, and other math concepts.

Allow them to count the total number of apples and explain the various scenarios. You can also teach kids using their stationery goods, such as pencils, pens, erasers, scales, and so on.

What are the benefits of reading mathematics?

Our education is incomplete without mathematics. It improves reasoning and mental abilities. Math is also required to read other courses such as science, economics, social science, art, and so on. Furthermore, the future workers in all professions will require it. As a result, you must improve your mathematics skills if you wish to be a successful engineer, scientist, or professor.

Here are the most important steps to solving math problems quickly.

Identify the terms

Take the time to learn the definition of the word. It would be beneficial if you remembered words like increased by, ratio, subtraction, and so on. It will be simple to find the correct solution if you have properly recognized the terms.

Examine the Problem

You must carefully consider your question. Read every word of your statement and filter the information you’ve been provided and the information you need to calculate. It allows you to concentrate on the key terms.

Make a drawing

When it comes to answering geometry word problems, the picture is really important. Assume you’re asked to compute the area of a triangle, square, circle perimeter, and so on. The image will show you what you need to know.

Consider your options before answering the questions.

Take your time when completing calculations and consider whether your methods are proper. Consider the formula you can apply to the unique situation or which solution concept you need to embrace before answering the questions.

Do some practice.

Almost everyone understands that practice makes perfect. You should practice the single-word problem’s many questions. You will become familiar with the perplexing terminology this way. So, continue to practice from time to time.