Archive for category: 3rd Grade Quizzes

Teach division word problem step by step

Word problems can be tricky, but they’re also a fun way to learn how to use math in real-world situations. When you’re working with word problems that involve division, it can be helpful to follow a specific process to solve them. Here’s a step-by-step guide to help you solve word problems with division:

1. Start by reading the problem carefully and understanding what it’s asking. Make sure you understand what the problem is asking before you start solving it. for example: A bakery sold a total of 48 cupcakes, and they were divided among 8 students. How many cupcakes did each student get?
2. Identify the important information in the problem. In this case, we know that the bakery sold 48 cupcakes and they were divided among 8 students. This information will be important when solving the problem.
3. Write down the problem as an equation using the information you’ve gathered. To do this, you’ll need to use the information in the problem to set up an equation using division. In this case, we know that 48 cupcakes were divided among 8 students, so the equation would be: 48 cupcakes ÷ 8 students = x cupcakes per student
4. Solve the equation by performing the division. In this case, we’ll divide 48 by 8 to find the number of cupcakes per student: 48 ÷ 8 = 6
5. Check the answer with the question. So the question is asking how many cupcakes each student get and we have the answer 6
6. Write the answer in a sentence. Therefore, each student gets 6 cupcakes.

It’s also important to practice solving word problems with division using different numbers and different situations, so you’ll be comfortable with the process and can solve word problems with confidence.

When solving word problems with division, it’s important to read the problem carefully and understand what it’s asking, Identify the important information, write down the problem as an equation, solve the equation and check the answer with the question. And lastly, express the answer in a sentence.

Another tip when solving word problems is to use visual aids such as drawings, diagrams, or charts to help you understand the problem better and also make it easy to represent the information in a mathematical form.

Solving word problems is a useful skill in math because it helps you to apply what you’ve learned to real-world situations. It’s also a great way to think critically and use logic to solve problems, which are important skills to have in everyday life.

So always remember the process when solving word problems with division: read the problem carefully, identify the important information, write down the problem as an equation, solve the equation and check the answer with the question and express the answer in a sentence. And also don’t forget to use visual aids to help you understand the problem better.

Learn division word problem step by step

Division word problems can be a bit tricky, but by following a specific process and breaking the problem down into smaller steps, you’ll be able to solve them with ease. Here is a step-by-step guide to help you solve division word problems:

1. Start by reading the problem carefully and understanding what it’s asking. Make sure you understand the question before trying to solve it.
2. Identify the key information from the problem, such as the numbers and the question being asked. For example, if the problem is “If a bag of candy has 36 pieces and it is shared among 6 children, how many cand pieces each child get?” the key information is 36 cand pieces, 6 children.
3. Write an equation using the information. In this case, you know that 36 cand pieces are divided among 6 children, so you can write the equation: 36 cand pieces ÷ 6 children = x cand pieces per child.
4. Solve the equation by performing the division. In this case, you divide 36 by 6 to find that each child gets 6 cand pieces.
5. Check your answer by seeing if it makes sense in the context of the problem. Does each child getting 6 cand pieces make sense?
6. Express the answer in a sentence. The children get 6 cand pieces each.

It’s important to practice solving division word problems with different numbers and different situations, so you’ll be comfortable with the process and can solve division word problems with confidence.

Three digit number division with remainder for kids

Dividing three-digit numbers can be a bit challenging, but by following a specific process and breaking the problem down into smaller steps, you’ll be able to divide them with ease. Dividing a number by another number and getting a remainder is called ‘division with remainder’. Here’s a step-by-step guide to help you divide three-digit numbers with remainders:

1. Start by writing down the problem in the form of a division equation. For example, let’s say you want to divide 432 by 7: 432 ÷ 7 = ____ R __
2. Next, you’ll need to divide the first digit of the dividend (the number being divided) by the divisor (the number doing the dividing). In this case, you’ll divide 4 by 7 to get 0.57
3. Now, write down the quotient (the result of the division) above the dividend and bring down the next digit of the dividend. Your equation should now look like this: 432 ÷ 7 = 61 R __
4. You’ll now need to multiply the divisor by the quotient and write it under the dividend. Then subtract it from the dividend and write the result as the new dividend. 432 – (7*61) = _____ R __
5. Now repeat step 2,3 and 4 but this time using the new dividend. 432 – (7*61) = _____ R 0
6. Now that you’ve found the new remainder, you can write the final quotient and remainder, the final equation would look like: 432 ÷ 7 = 61 R 0
7. The quotient is 61 and the remainder is 0.

It’s important to practice dividing three-digit numbers with remainders using different numbers, so you’ll be comfortable with the process and can divide three-digit numbers with remainders with confidence.

When dividing three-digit numbers, it’s important to keep track of the quotient and remainder, and also to follow the order of operations and use long division method.

Long division is a good way to divide larger numbers because it breaks the problem down into smaller steps, making it easier to solve.

It is also important to always double-check your work by multiplying the divisor by the quotient and adding the remainder to make sure that the result is equal to the dividend.

Dividing numbers by three

Division is a math operation that separates a larger number (the “dividend”) into smaller groups of a specific size (the “divisor”). When we divide numbers by 3, we are trying to find out how many groups of 3 will fit into the larger number.

For example, let’s say we want to divide 12 by 3. We can think of this as asking how many groups of 3 we can make out of 12. Since 3 goes into 12 four times (3 x 4 = 12), the answer to 12 divided by 3 is 4. We write this as:

12 ÷ 3 = 4

Another way to think about division is to use the “inverse” operation of multiplication. For example, 4 x 3 = 12, so 12 ÷ 3 = 4. This is like saying “4 groups of 3 is equal to 12”.

You can also use division with remainders. For example: 13/3 = 4 R1, mean 4 times 3 is 12 & one is left

When we divide larger numbers by 3, we can use long division to help us find the answer. Long division is a method that allows us to break down a larger number into smaller parts, and divide each part separately. Here’s an example of long division with the number 45:

45 ÷ 3

15 | 45

30 |

15

When you divide 45 by 3, you get 15 as the quotient (45 ÷ 3 = 15) and 0 as remainder.

It’s also worth mentioning that when you divide a number by 3 and remainder is 0 it means the number is divisible by 3

It’s always good to practice with different numbers and check it with different methods to get the better understanding of division by 3.

Long division for kids

Division is a math operation that helps us find how many times a smaller number, called the divisor, can be subtracted from a larger number, called the dividend. When we divide four-digit numbers, we are trying to find how many times a certain four-digit number can be divided into the larger number.

For example, let’s say we want to divide 1234 by 12. We can think of this as asking how many times 12 can fit into 1234. Since 12 goes into 1234 102 times with a remainder of 10 (12 x 102 + 10 = 1234), the answer to 1234 divided by 12 is 102 with a remainder of 10, we can write this as: 1234 ÷ 12 = 102 R 10

Another way to think about division is to use the “inverse” operation of multiplication. For example, 102 x 12 = 1224, so 1234 ÷ 12 = 102 R 10. This is like saying “102 groups of 12 is equal to 1224, with 10 left over”.

When we divide four-digit numbers by numbers that are not divisible (numbers that don’t have remainder 0 when divided), we can use long division to help us find the answer. Long division is a method that allows us to break down a larger number into smaller parts, and divide each part separately. Here’s an example of long division with the number 1234 and 12:

1234 | 12
-----
102 | 1234
 --
10

When you divide 1234 by 12, you get 102 as the quotient (1234 ÷ 12 = 102) and 10 as remainder.

It’s also important to note that sometimes when we are dividing 4 digit numbers and the divisor is a two digit number, the quotient will be a three digit number, and sometimes it will be a two digit number with a remainder.

When you divide 4-digit numbers, it can be helpful to use place value to keep track of each digit. Place value tells us the value of each digit in a number based on its position. In a four-digit number like 1234, the first digit is the thousands place, the second digit is the hundreds place, the third digit is the tens place, and the fourth digit is the ones place.

For example, when you divide 1234 by 12, you start with the thousands place, 1, and see that 12 goes into 1 0 times. Next you move to the next digit, the hundreds place, 2, and see that 12 goes into 12 1 time.

It’s always good to practice with different four-digit numbers and different divisors using long division, as well as using other methods to check your work.

It’s also important to remember to double check your work, and make sure the quotient is correct and the remainder is correct.

Keep practicing, you will get better at dividing 4 digit numbers in no time!