CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve.

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Presentation transcript:

CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula.

 A unit conversion is a changing of one unit to another.  Unit Examples:  meters  grams  inches  feet  pounds  seconds CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula.

 Metric units are the universally excepted units around the world (except for the US). They are the easiest to convert.  Metric Unit Examples:  meters  liters  grams Base Units – all other metric units are based off of these (km, cm, ml, kg) CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables. CLE.3231.Math.2 Solve for variables in an algebraic formula.

 1 km= 1000 m  100 cm= 1 m  1000 mm = 1 m  10 mm = 1 cm Knowing these conversion factors makes calculating conversions easy! These also work for liters and grams. Just replace the base unit (m) with a (g) or (l). CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula.

 A mathematical way to convert one unit to another. This works for metric units and non- metric (English) units.  This works by taking the unit you are given and multiplying it by a conversion factor. CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula.

Given Conversion Factor For meters to cancel out, meters in the conversion factor must be on the opposite side of the fraction (fence). CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula. 3m 100 cm 1m Multiply every number on top of the fence and divide by the bottom.

 Convert 3 m to mm. CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula.

 Common Conversion Factors  5280 ft = 1 mile  12 in = 1 ft  1 mile = 1600 m  1 in = 2.54 cm  3 ft = 1 yard CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula. English to Metric conversion factors

CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula. 2 mi 5280 ft 1 mi

CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula. 5 ft 12 in 1 ft 2.54 cm 1 in

1. Convert 45 inches to cm. 2. Convert 8 m to inches. CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula.

1. Convert 10ft to cm. 2. Convert 5 km to in. CLE.3231.Math.1 Graph relationships and functions between manipulated (independent) variables and responding (dependent) variables.CLE.3231.Math.2 Solve for variables in an algebraic formula.