'Consumer math' diaporamas de présentation

Consumer Math

Consumer Math. Always do your best!! ?. What operation do you use?. Of means??? X. Taking the percent of a number. Step 1: Change the percent into a decimal. Step 2: Multiply the original number by the percent (as a decimal). Example: What is 15% of 30?. More Practice.

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School District U-46 Academic Success for All

School District U-46 Academic Success for All. State Graduation Requirements. A Report to the Superintendent and Board of Education. U-46 Graduation Requirements 3 Years of Language Arts 2 Years of Mathematics 2 Years Unspecificed 2 Years of Science 1 Year of Biology 1 Year Unspecified

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Lesson 9: Changing Recipe Yields

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Lesson 1: Renting a Home

Lesson 1: Renting a Home. Consumer Math p. 82-83. Renting a Home.

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Lesson 9: Mortgage Insurance

Lesson 9: Mortgage Insurance. Consumer Math p. 102-103. Mortgage Insurance. Mortgage insurance is a policy that pays all or part of the balance owed on a home. Example:.

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Lesson 4: Paying the Mortgage

Lesson 4: Paying the Mortgage. Consumer Math p. 88-89. Paying the Mortgage.

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Lesson 11: Using a layaway plan

Lesson 11: Using a layaway plan. Consumer Math p. 75. Layaway.

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Lesson 4: Automobile Insurance

Lesson 4: Automobile Insurance. Consumer Math p. 120-121. Key Terms. Liable: bound by law to make good for damages done Liability insurance: a policy that pays for damages in an accident Premium: the amount paid for insurance.

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Lesson 8: Losing Pounds

Lesson 8: Losing Pounds. Consumer Math p. 156-157. Exercise A. Walking Briskly 1 3500 / 250 = 14 hours. Exercise B. 1 pound in 7 days Step 1: # of pounds to be lost multiplied by 3500 (3500 x 1 = 3500 ) Step 2: divide the total number of calories by the number of days (3500 / 7 = 500 ).

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Lesson 5: Terms of Mortgages Differ

Consumer Math p. 90-93. Lesson 5: Terms of Mortgages Differ. Terms of Mortgages Differ. Not all mortgages are for a term of 30 years. Mortgages may be taken out for any term, or number of years. . Example:.

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Lesson 13: Eating out

Lesson 13: Eating out. Consumer Math p. 50-51.

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Lesson 3: Percents Saved

Lesson 3: Percents Saved. Consumer Math p. 61. To find the percent of the regular price saved on a sale item, divide the amount saved by the regular price. Then change the decimal to a percent. Example: Regular price: $39.99 Sale price: $17.00 $39.99 - $17.00 = $22.99 (amount saved)

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Lesson 5: Reading an Odometer

Lesson 5: Reading an Odometer. Consumer Math p. 122. Odometer. A measuring device that counts the miles a car travels.

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Lesson 4: Computing Change

Lesson 4: Computing Change. Consumer Math p. 36-37. Exercise A: Check the correct prices from the ad for the Good Food Store. Find the change that each shopper should get from a $20.00 bill. Notice the abbreviations gal and doz (for gallon and dozen ) used in these lists.

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Lesson 4: Finding Calories with Proportion

Lesson 4: Finding Calories with Proportion. Consumer Math p. 145-146. 8oz of fruit punch 12 oz = 8oz 175 cal. X 175 x 8 = 1400 1400 / 12 = approximately 117 calories. Exercise A.

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Lesson 7: Number of Miles Traveled

Lesson 7: Number of Miles Traveled. Consumer Math p. 124. Number of Miles Traveled.

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Lesson 14: Computing the Cost of Repairs

Lesson 14: Computing the Cost of Repairs. Consumer Math p. 132-133.

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Lesson 8: Computing Gas Mileage

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Fixed & Variable Costs

Fixed & Variable Costs. Consumer Math 2012-2013. Overview. Needs vs. Wants Fixed Costs Examples Variable Costs Examples Calculating Total Fixed Costs Calculating Total Variable Costs Calculating Total Monthly Bills. Needs vs. Wants. Needs Food Clothing Rent Car Phone Computer.

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