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Lesson 7.1.3 β Teacher Notes Standard:
7.RP.A.3 Use proportional relationships to solve multistep ratio and percent problems. Examples: simple interest, tax, markups and markdowns, gratuities and commissions, fees, percent increase and decrease, percent error. 7.EE.A.2 Understand that rewriting an expression in different forms in a problem context can shed light on the problem and how the quantities in it are related. For example, a a = 1.05a means that "increase by 5%" is the same as "multiply by 1.05." Lesson Focus: The focus of the lesson is to rewrite an expression in different forms in a problem context used in solving real-world problems. The questions are balanced between one-step and multi-step. I can investigate and solve real-world rational number word problems. Calculator: No Literacy/Teaching Strategy: Teammates consult.
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Lesson7.1.3 GUIDED PRACTICE #1 YOU TRY #1
A cell phone company is giving a 20% discount. Which expressions can be used to find the sale price of an item with an original price of x dollars? Select ALL that apply. YOU TRY #1 A computer software retailer used a mark up of 150%. Which expressions can be used to find the mark up price of an item with an original price of x dollars? Select ALL that apply. A) β20π₯ B) 0.2π₯ C) 0.8π₯ D) π₯β0.2π₯ E) 100β20π₯ A) β150π₯ B) π₯+1.5π₯ C) 2.5π₯ D) π₯β1.5π₯ E) 100β150π₯
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YOU TRY #2 An item originally priced $55 is marked 25% off. Which expressions can be used to find the discount amount of an item with an original price of x dollars? Select ALL that apply. GUIDED PRACTICE #2 Kohlβs sale is 35% off. Which expressions can be used to find the discount amount of an item with an original price of x dollars? Select ALL that apply. A) β35π₯ B) 0.35π₯ C) 0.65π₯ D) π₯β.65π₯ E) 100β35π₯ A) π₯β0.25π₯ B) 0.25π₯ C) 0.75π₯ D) 100β25π₯ E) β25π₯
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YOU TRY #3 Sonny works as a furniture salesman and earns 6% commission on sales. Which expressions can be used to find the total commission salary amount of with an original price of x dollars? Select ALL that apply. GUIDED PRACTICE #3 A bicycle is on sale for $ The sales tax rate is 5%. Which expressions can be used to find the total amount of an item with an original price of x dollars? Select ALL that apply. A) β5π₯ B) 0.95π₯ C) π₯β0.05π₯ D) π₯+0.05π₯ E) 1.05π₯ A) π₯β0.94π₯ B) 1.06π₯ C) 0.94π₯ D) 0.06π₯ E)π₯β.06π₯
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GUIDED PRACTICE #4 Dunkin Donuts makes its doughnuts for $2.00 each. DD wants a 50% markup on the cost. Which expressions can be used to find the total amount of an item with an original price of x dollars? Select ALL that apply. YOU TRY #4 A Hummer costs $57,915. The dealer has a 15% markup. Which expressions can be used to find the total amount of an item with an original price of x dollars? Select ALL that apply. A) 1.5π₯ B) 0.50π₯ C) π₯+0. 5π₯ D) π₯+0.05π₯ E) 1.05π₯ A) π₯+.15π₯ B) 0.85π₯ C) β15π₯ D) 1.15π₯ E) β0.15π₯
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Independent Practice 0.65x X - .35x X + 0.07x 1.07x Discount: 0.3x
Write 2 expression using βxβ that will answer each example below. A man wants to buy a coat that costs $ The price of the coat is marked down 35%. What is the cost of the coat? Toby buys a MP3 player for a price of $ There is a sales tax of 7%. What is the cost of the MP3 player? A store is having a sale where everything is discounted 30%. Find the discount and the sales price if a customer buys an item that normally sells for $365. A jeweler adds a 120% markup to a ring. If it originally cost $100, how much would a customer pay for the ring? Pennsylvania sales tax is charged at the rate of 6%. Find the tax and the total price you would pay for an $860 stereo. 0.65x X - .35x X x 1.07x Discount: 0.3x X - 0.7x Sale price: 0.7x X β 0.3x X + 1.2x 2.2x 1.06x X x
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Independent Practice Write 2 equations that will answer each example below.
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