Name:_______________ Date: ____________ Class: ___________ Solving Proportion Notes Proportions can also be used to solve all kinds of problems. Examples β Solve for x in each proportion below: Side to Side Method 5 3 = Up and Down Method π₯ 6 2 12 x= = Cross Product Method 7 π₯ π₯ 15 x= Remember, the arrow always points ___________ the variable! = Letβs do some Algebra! 8 20 15 β’ 8 = 20x = = Solving Proportions β Practice Problems: Solve using side to side method: a. 2 6 = π₯ 24 b. π 36 = 5 12 c. 21 27 = 7 π 24 8 = π 12 c. β 35 = 3 15 π 15 = 8 10 c. 4 6 Solve using up and down method: a. 2 π¦ = 3 12 b. Solve using cross products: a. 6 9 = 10 π₯ b. = 6 π 12 http://www.teacherspayteachers.com/Store/Barry-Schneiderman © Barry Schneiderman, 2013 Name:_______________ Date: ____________ Proportion Poetry Class: ___________ 2 ππππ 3 cats A ratio compares, One thing to another, A proportion is two ratios, Set equal to each other. 2 4 = 3 6 3 β’ 4 = 12 4 = 3 6 2 β’ 6 = 12 But you can make them simple, By just cross-multiplying. Proportion! Checking for proportions, 2 Can be mystifying. Variables in proportions, Make you want to solve βem. Cause you can use three methods, To solve each and every problem! β’2 5 3 = π₯ 6 β’6 2 12 β’2 X = 10 X = 15 = 2.5 π₯ β’6 π₯ 15 = 8 20 Letβs do some Algebra! 120 = 20x 20 20 6=x 14 http://www.teacherspayteachers.com/Store/Barry-Schneiderman © Barry Schneiderman, 2013
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