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Percents A percent is a ratio that compares a number to 100.

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Presentation on theme: "Percents A percent is a ratio that compares a number to 100."— Presentation transcript:

1 Percents A percent is a ratio that compares a number to 100.
Rewrite a percent as a fraction or a decimal and multiply: 60% = 60/100 60% = .60 Teachertube

2 Percents (using the percent proportion)
Types of percent problems: Type Example Proportion Find the Percent What percent of 5 is 4? Find the Part What number is 80% of 5? Find the Whole 4 is 80% of what number?

3 Percents (using the percent equation). part = % · whole
Percents (using the percent equation) part = % · whole *remember to turn the percent into a decimal Types of percent problems: Type Example Equation Find the Percent 3 is what percent of 6? 3 = n(6) Find the Part What number is 50% of 6? p = 0.5(6) Find the Whole 3 is 50% of what number? 3 = 0.5(w)

4 Percent of Change (pg. 346) A percent of change is a ratio that compares the change in quantity to the original amount. Equation: percent of change = amount of change original amount = final amount – original amount

5 Percent of Change (pg. 346) Percent of Increase – the percent of change is positive Percent of Decrease- the percent of change is negative

6 Sales Tax and Tips (pg. 351) Sales tax:
Additional amount of money charged on items people buy; Total cost = regular price + sales tax Method 1 : Add sales tax to the regular price. Example: $ % sales tax Calculate 5.75% of Use the percent equation; t = x t = 8.05 Add $8.05 to the price for a total of $148.05

7 Sales Tax and Tips (pg. 351) Sales tax:
Additional amount of money charged on items people buy; Total cost = regular price + sales tax Method 2 : Add percent of tax to 100% Example: $ % sales tax 100% % = % Multiply 140 x = ; Total cost including tax = $148.05

8 Sales Tax and Tips Tip or gratuity:
A small amount of money in return for a service. The total price is the regular price of the service plus the tip. Method 1 : Add tip to regular price Example: 15% of $35 0.15 x 35 = 5.25 Add the tip to the regular price for total cost; $ $35.00 = $40.25

9 Sales Tax and Tips Tip or gratuity:
A small amount of money in return for a service. The total price is the regular price of the service plus the tip. Method 2 : Add percent of tip to 100% Example: 15% of $35 100% + 15% = 115% Express 115% as a decimal = 1.15 Multiply 1.15 x 35 = 40.25 Total cost = $40.25

10 Sales Tax and Tips Tip or gratuity:
A small amount of money in return for a service. The total price is the regular price of the service plus the tip. Method 2 : Add percent of tip to 100% Example: 15% of $35 100% + 15% = 115% Express 115% as a decimal = 1.15 Multiply 1.15 x 35 = 40.25 Total cost = $40.25


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