UNIT 2 RATES RATIOS PROPORTIONS RATES RATIOS PROPORTIONS

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UNIT 2 – RATES, RATIOS, & PROPORTIONS - RATES - RATIOS - PROPORTIONS -

UNIT 2 – RATES, RATIOS, & PROPORTIONS - RATES - RATIOS - PROPORTIONS - PERCENTAGES - FRACTIONS - DECIMALS

RATE As in “UNIT RATE” A COMPARISON OF TWO QUANTITIES MEASURED IN DIFFERENT TYPES

RATE As in “UNIT RATE” A COMPARISON OF TWO QUANTITIES MEASURED IN DIFFERENT TYPES OF UNITS For Example: Peter earned $27 for 3 hours worth of work. How much did he make per hour (Unit = money & Unit = hour) $27 ÷ 3 h = $9 per hour or 3 h ÷ $27 =. 11 hours per dollar (18 min to earn $1)

RATIOS A RATIO ENABLES YOU TO COMPARE TWO QUANTITIES THAT ARE OF THE SAME

RATIOS A RATIO ENABLES YOU TO COMPARE TWO QUANTITIES THAT ARE OF THE SAME NATURE THE RATIO OF THE NUMBER a TO THE NUMBER b IS NOTED AS a: b For Example: FOR EVERY 2 STEPS BILLY TAKES HE WALKS 5 METERS 2: 5

PROPORTIONS INVOLVES COMPARING SIMILAR RATES or RATIOS TO OTHER QUANTITIES OF THE SAME (or

PROPORTIONS INVOLVES COMPARING SIMILAR RATES or RATIOS TO OTHER QUANTITIES OF THE SAME (or similar) NATURE IT INVOLVES COMPARING, MULTIPLYING, or DIVIDING For Example: Joey earned “Double” the wage of Erin for doing the same work. Joey = $10/hour – Erin = $5/hour Or: John ate 1/2 the pizza. He had 4/8 slices.

 PERCENTAGES

PERCENTAGES

 FRACTIONS

FRACTIONS

DECIMALS A PART OF A WHOLE NUMBER BROKEN DOWN OVER INCREMENTS OF 10 (EXPONENTIALLY

DECIMALS A PART OF A WHOLE NUMBER BROKEN DOWN OVER INCREMENTS OF 10 (EXPONENTIALLY – 10, 1000, 10000, etc) FOR EXAMPLE 4 SLICES OUT OF 8 EATEN =. 5 OF THE PIZZA EATEN