Question

name:
date:
measurement conversion coloring activity
directions: convert the capacity, length or weight of each problem and circle your answer.
find the problem number on the coloring page and shade in the enclosed region with the
color assigned to your solution.

1. 18 pt. =

(18 pints = _ quarts)

1. 1 t. =

(1 ton = _ ounces)

1. 1 mi. =

(1 mile = _ feet)

1. 36 ft. =

(36 feet = _ yards)

1. 112 fl. oz. =

(112 fluid ounces = _ cups)

1. 60 in. =

(60 inches = _ feet)

1. 2 qt. =

(2 quarts = _ pints)

1. 160 oz. =

Explanation:

Step1: Unit conversion for 18 pt to qt

Since \(1\) quart (\(qt\)) \( = 2\) pints (\(pt\)), to convert pints to quarts, we use the formula \(x_{qt}=\frac{x_{pt}}{2}\).
For \(x_{pt} = 18\), we have \(x_{qt}=\frac{18}{2}=9\).

Step2: Unit conversion for 1 T to oz

Since \(1\) ton (\(T\)) \(=32000\) ounces (\(oz\)).

Step3: Unit conversion for 1 mi to ft

Since \(1\) mile (\(mi\)) \( = 5280\) feet (\(ft\)).

Step4: Unit conversion for 36 ft to yd

Since \(1\) yard (\(yd\)) \(=3\) feet (\(ft\)), to convert feet to yards, we use the formula \(x_{yd}=\frac{x_{ft}}{3}\).
For \(x_{ft}=36\), we have \(x_{yd}=\frac{36}{3}=12\).

Step5: Unit conversion for 112 fl. oz to C

Since \(1\) cup (\(C\)) \( = 8\) fluid ounces (\(fl.oz\)), to convert fluid ounces to cups, we use the formula \(x_{C}=\frac{x_{fl.oz}}{8}\).
For \(x_{fl.oz}=112\), we have \(x_{C}=\frac{112}{8}=14\).

Step6: Unit conversion for 60 in to ft

Since \(1\) foot (\(ft\)) \( = 12\) inches (\(in\)), to convert inches to feet, we use the formula \(x_{ft}=\frac{x_{in}}{12}\).
For \(x_{in}=60\), we have \(x_{ft}=\frac{60}{12}=5\).

Step7: Unit conversion for 2 qt to pt

Since \(1\) quart (\(qt\)) \(=2\) pints (\(pt\)), to convert quarts to pints, we use the formula \(x_{pt}=2\times x_{qt}\).
For \(x_{qt} = 2\), we have \(x_{pt}=2\times2 = 4\).

Step8: Unit conversion for 160 oz to lb

Since \(1\) pound (\(lb\)) \(=16\) ounces (\(oz\)), to convert ounces to pounds, we use the formula \(x_{lb}=\frac{x_{oz}}{16}\).
For \(x_{oz}=160\), we have \(x_{lb}=\frac{160}{16}=10\).

Answer:

1. \(9\)
2. \(32000\)
3. \(5280\)
4. \(12\)
5. \(14\)
6. \(5\)
7. \(4\)
8. \(10\)