Stan’s son is 57 inches tall. What is his height in feet and inches
The Correct Answer and Explanation is :
To convert Stan’s son’s height from inches to feet and inches, we can follow a simple process of dividing the total inches by 12, as there are 12 inches in a foot.
Step 1: Divide the total inches by 12.
Stan’s son is 57 inches tall. To convert this to feet, divide 57 by 12:
[
57 \div 12 = 4 \text{ R } 9
]
The quotient is 4, which represents the number of feet, and the remainder is 9, which represents the number of extra inches. So, Stan’s son’s height is 4 feet and 9 inches.
Explanation:
- Understanding the Conversion:
There are 12 inches in a foot. When you have a measurement in inches, to convert it to feet, you divide by 12. This gives you how many full feet there are in the total inches. The remainder will be the leftover inches after accounting for full feet. - Steps in Detail:
- First, we divide 57 inches by 12.
- 57 ÷ 12 gives us 4 with a remainder of 9. This means 57 inches equals 4 full feet and 9 leftover inches.
- To express this as a height, we write it as 4 feet 9 inches.
- Why This Works:
The standard length unit conversion for inches to feet uses the fact that 12 inches make up 1 foot. This conversion is necessary because the U.S. uses a customary system of measurements, which includes both inches and feet for measuring height.
Final Answer:
Stan’s son is 4 feet 9 inches tall.