**Customary Units of Length Worksheet :**

Worksheet given in this section will be much useful for the students who would like to practice problems on customary units of length.

Before look at the worksheet, if you would like to learn the different measures in customary units of length,

**Problem 1 :**

Convert 2 feet into inches.

**Problem 2 :**

Convert 3.5 yards into inches.

**Problem 3 :**

Convert 30 inches into feet.

**Problem 4 :**

Convert 5280 yards into miles.

**Problem 5 :**

Convert 24 feet into yards.

**Problem 6 : **

David travels 60 miles in two hours. How many yards of distance will he cover in one minute ?

**Problem 7 : **

Mark jogged 15840 feet in 45 minutes. Find the speed of Mark in feet per minute.

**Problem 8 : **

Use a fraction to find the length in feet of a shoe that is 9 inches long.

**Problem 9 : **

Kevin has a new television that is 24 inches tall. If Kevin sets the television on a 3-foot-tall stand, how far from the floor will the top of the television be (in inches) ?

**Problem 10 : **

Becky and Keith each ran for exactly 20 minutes on a treadmill. Keith’s treadmill said he had run 10,000 feet. Becky’s treadmill said she had run 2 miles. Who ran farther, and how much farther?

**Problem 1 :**

Convert 2 feet into inches.

**Solution : **

Here, we convert bigger unit into smaller unit. So we have to multiply.

2 feet = 2 ⋅ 12 inches

2 feet = 24 inches

So, 2 feet is equal to 24 inches.

**Problem 2 :**

Convert 3.5 yards into inches.

**Solution : **

**Here, we convert bigger unit into smaller unit. So we have to multiply.**

3.5 yards = 3.5 ⋅ 36 inches

3.5 yards = 126 inches

So, 3.5 yards is equal to 126 inches.

**Problem 3 :**

Convert 30 inches into feet.

**Solution : **

**Here, we convert smaller unit into bigger unit. So we have to divide.**

30 inches = 30 / 12 feet

30 inches = 2.5 feet

So, 30 inches is equal to 2.5 feet.

**Problem 4 :**

Convert 5280 yards into miles.

**Solution : **

**Here, we convert smaller unit into bigger unit. So we have to divide.**

5280 yards = 5280 / 1760 miles

5280 yards = 3 miles

So, 5280 yards is equal to 3 miles.

**Problem 5 :**

Convert 24 feet into yards

**Solution : **

**Here, we convert smaller unit into bigger unit. So we have to divide.**

24 feet = 24 / 3 yards

24 feet = 8 yards

So, 24 feet is equal to 8 yards.

**Problem 6 : **

David travels 60 miles in two hours. How many yards of distance will he cover in one minute ?

**Solution : **

We know that,

1 hour = 60 minutes

1 mile = 1760 yards

**Given :** Distance covered in 2 hours is 60 miles.

Then, we have

Distance covered in 1 hour = 30 miles

Distance covered in 1 hour = 30 ⋅ 1760 yards

Distance covered in 60 minutes = 30 ⋅ 1760 yards

Distance covered in 60 minutes = 52800 yards

Distance covered in 1 minute = 52800 / 60 yards

Distance covered in 1 minute = 880 yards

So, David will cover 880 yards of distance in 1 minute.

**Problem 7 : **

Mark jogged 15840 feet in 45 minutes. Find the speed of Mark in feet per minute.

**Solution : **

Speed = Distance / Time

Speed = 15840 / 45

Speed = 352 feet per minute

So, the speed of Mark is 352 feet per minute.

**Problem 8 : **

Use a fraction to find the length in feet of a shoe that is 9 inches long.

**Solution : **

**Here, we convert smaller unit (inches) into larger unit (foot).**

**So we have to divide.**

Because, 1 foot is equal 12 inches, we have to use the fraction 1/12.

9 inches = 9 ⋅ 1/12 ft

9 inches = 3/4 ft

So, the length of the shoe is 3/4 ft.

**Problem 9 : **

Kevin has a new television that is 24 inches tall. If Kevin sets the television on a 3-foot-tall stand, how far from the floor will the top of the television be (in inches) ?

**Solution : **

**Given : Height of the television is 24 inches. **

**Height of the stand is**

**= 3 feet**

**= 3 **⋅** 12**

**= 36 inches**

**Distance from the floor to the top of the television is **

**= Height of the stand + Height of the television**

**= 36 + 24 **

**= 60 inches**

So, the top of the television is 60 inches far from the floor.

**Problem 10 : **

Becky and Keith each ran for exactly 20 minutes on a treadmill. Keith’s treadmill said he had run 10,000 feet. Becky’s treadmill said she had run 2 miles. Who ran farther, and how much farther?

**Solution : **

**Both Becky and Keith took the same amount of time. That is 20 minutes.**

**Distance covered by Becky and Keith are given in different units. (Miles and Feet)**

**We have to make the units to be same. **

**Let us convert miles in to feet. **

**So,**

**2 miles = 2 **⋅ **5280 feet**

**2 miles = 10560 feet **

**Therefore,**

**Distance covered by Becky = 10560 feet -----(1) **

**Distance covered by Keith = 10000 feet ****-----(2)**

**Difference between (1) and (2) is **

**= 10560 - 10000**

**= 560 feet**

So, Becky ran farther by 560 feet.

After having gone through the stuff given above, we hope that the students would have understood the different measures in customary units of length.

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