Non-metric Conversions (Dimensional Analysis) Question Preview (ID: 61923)


Non-metric Conversions (Dimensional Analysis). TEACHERS: click here for quick copy question ID numbers.

A stone is a unit of weight equal to 14 pounds. To determine your weight in stones, you would:
a) Multiply your weight by 14 pounds/14 stones
b) Multiply your weight by 1 stone/14 pounds
c) Multiply your weight by 14 stones/1 pound
d) Multiply your weight by 14 stones x 1 pound

If 1 mile = 1.6 kilometers (km), how many kilometers are there in 10 miles?
a) .16 km
b) 32 km
c) 16 km
d) 2.6 km

If 1 pound = 453 grams, how would you convert your weight in pounds to kilograms?
a) Multiply your weight by 200 grams/50 pounds
b) Multiply your weight by 453 grams/1 pound
c) Multiply your weight by 1 grams/453 pounds
d) This conversion is impossible.

If a meter equals about three feet, about how many meters long is a thirty foot ladder?
a) 10 m
b) 90 m
c) 50 m
d) 50 km

1 Gallon =3.8 liters. To convert 5 gallons to liters, you would:
a) Multiply 5 Gallons X 1 Gallon X 5 liters
b) Multiply 5 Gallons X 1 Gallon/5 liters
c) Multiply 5 Gallons X 1 cup/3.8 liters
d) Multiply 5 Gallons X 3.8 liters/1 Gallon

To convert 50 feet to inches, you would multiply 50 by:
a) 1 foot/12 inches
b) 12 inches/1 foot
c) 50 feet/1 foot
d) 50 feet/12 inches

To convert 24 hours into minutes, you would:
a) Multiply 24 hours x 60 minutes/1 hour
b) Multiply 24 hours x 1 day/24 hours
c) Multiply 24 hours X 60 seconds/1 minute
d) Multiply 24 hours x 1 week/7 days

A liter is 33.8 ounces. How could you determine how many liters are in a 12 ounce soda?
a) 12 ounces x 1 liter/33.8 ounces
b) 12 ounces x 33.8 liters/ 1 ounce
c) 12 ounces x 33.8 liters x 1 ounce
d) 12 ounces x 12 liters/ 1 ounce

1 mile is 5280 feet. How many feet are there in 10 miles?
a) 52800 feet
b) 528 feet
c) 10,000 feet
d) 2850 feet

How would you determine how many hours are in a week?
a) 1 week x 7 days/1 week x 24 hours/1 day
b) 1 week x 1 week/7 days x 1 day/24 hours
c) 1 week x 7 days/1 week x 1 day/24 hours
d) 1 week x 7 days x 24 hours x 60 minutes

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