Decimal is one of the number systems which have the base value 10. Division is one of the basic arithmetic operations which is the inverse of multiplication operation. Dividing decimal word problems occurs in such circumstances where we are trying to find out how many times a decimal number go into another. In this article we will see few examples of dividing decimal word problems.
Dividing Decimal Word Problems Examples:
Example 1:
If 2.5 kg of apples cost `$` 15.50 what is the price of one kilogram of apple?
Solution:
Here to find the cost of 1kg of apple we need to divide 15.50 by 2.5
Division of 15.50 by 2.5
By dividing `15.50/2.5` = 6.2
Hence the price of 1 kg apple = `$` 6.2
Example 2:
Tom wants to buy chocolates. The cost of one chocolate is `$` 0.5. The total amount tom has is `$` 20.25. How many chocolates he can buy?
Solution:
Total amount Tom has =` $` 20.25
Cost of one chocolate = `$` 0.5
Number of chocolate can buy =` 20.25 / 0.5`
Division of 20.25 by 0.5
= 40.5
Hence Tom can buy 40 chocolates for `$` 20.25
Example 3:
Each bag of cherries weighs 2.25 pounds. How many bags of cherries would be needed to make 92.25 pounds?
Solution:
Weight of 1 bag of cherries = 2.25 pounds
Total pounds = 92.25
To find number of bags of cherries,
Divide 92.25 by 2.25
Division of 92.25 by 2.5
By dividing` 92.25 /2.25` = 41
Hence 41 bags of cherries needed to make 92.25 pounds.
Dividing Decimal Word Problems Examples Continued:
Example 4:
There are 15 students in a class. Together they weigh 1925.90 pounds. Find the average weight?
Solution:
Total Number of students = 15
Total weight = 1925.90 pounds
Average weight = `1925.90/15`
Division of 1925.90 by15
=128.39pounds
Example 5:
There are 2.54 centimeters in one inch. How many inches are there in 75.24 centimeters?
Solution:
1 inch = 2.54cm
75.24cm= `75.24/2.54`
Division of 75.24 by 2.54
= 29.62inches
Hence there are 29.62inches in 75.24cm
Example 6:
The scores of three persons in diving competition are 3.4, 5.75, and 6.61. What is the average score?
Solution:
Average score = Total score/ number of persons
Total score = 3.4+5.75+6.61=15.76
Average score = `15.76/3`
Division of 15.76 by3
= 5.25
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