5-6: Customary System of Measurement. Problem of The Day 1)The height of a person on a scale drawing is 4.5 in. The scale is 1:16. What is the actual.

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Presentation transcript:

5-6: Customary System of Measurement

Problem of The Day 1)The height of a person on a scale drawing is 4.5 in. The scale is 1:16. What is the actual height of the person? Find the Scale Factor of each. 2)3 ft. model of a 5 yd whale. 3) 1 ft. model of a 1 in fossil

Basic Measurement Conversions 1 foot = ______ inches 12 1 yard = ______ feet 3 1 yard = ______ inches 36 1 mile = ______ feet 5,280 1 pound = _______ ounces 16 1 ton = ________ pounds 2,000 1 quart = _______ pints 2 1 gallon = _______ quarts 4

Basic Measurement Conversions 1 day = _____ hours 24 1 hour = _____ seconds 3,600 1 year = _____ days week = _____ days 7 1 year = ______ weeks 52

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Vocabulary Conversion Factor: A fraction whose numerator and denominator represents the same quantity but use different units. To write a conversion factor… Find the Ratio that can be multiplied with the original unit that will….cancel the original unit, while introducing the desired unit. Examples Convert: 72 oz to poundsConvert: 8 miles to feet

Skills Practice A) 3 lb = ______ oz Since 1 lb = 16 oz; 3 x 16 = 48 3 lb = 48 oz

Skills Practice B) 16 qt. = ______ gal Since 1 gal = 4 qt; 16/4 = 4 16 qt. = 4 gal

Skills Practice C) 24 in. = ______ ft Since 1 ft = 12 in; 24/12 = 2 24 in = 2 ft

Skills Practice D) 12 ft = _____ yd Since 1 yd = 3 ft 12/3 = 4 12 ft = 4 yd

Skills Practice E) 3 mi = ______ ft 5,280 x 3 3 mi = 15,840 ft

Skills Practice F) 12,000 lb = ______ T 12,000/ ,000 lb = 6 T