Glencoe Math: Course 2, Volume 1
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Glencoe Math: Course 2, Volume 1 View details
7. Discount
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Exercise 9 Page 164

To solve problems that involve percent, use the percent equation.

$ 9

Practice makes perfect
We want to find the original price of the calendar. To do so, we will use the percent equation. part = percent * whole We are given that the sale price of the calendar is $ 2.25. This price represents a 75 % discount from the original price. This means that the sale price is 100 % -75 % or 25 % of the original price. Let p represent the original price. $ 2.25 = 25 % * p Before solving the equation that we got, let's write the percent as a decimal. We can do this by ignoring the percent symbol and moving the decimal point two places to the left.
percent as decimal: 0.25
We got that 25 % is equal to 0.25. $ 2.25 = 25 % * p [0.3em] ⇓ [0.3em] $ 2.25 = 0.25 * p Finally, we will solve the equation for p. To do so, we will use the Division Property of Equality. To make the math easier, let's ignore the dollar unit for now.
2.25=0.25 * p
2.25/0.25=0.25p/0.25
2.25/0.25=0.25p/0.25
2.25/0.25=p
9 =p
p=9
We got that p= 9 is a solution to the equation. This means that the original price of the calendar is $ 9.