fractions/decimals/ percents. money the most common application of math is money and personal...

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Fractions/ Decimals/ Percents

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Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared loans to buy a car, or set up a retirement account, then you have had to call on your skills in decimals/fractions/percents to help you.

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Page 1: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Fractions/Decimals/Percents

Page 2: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared
Page 3: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Money• The most common application of math is money and personal

finance.• If you’ve ever balanced a checkbook, compared loans to buy a

car, or set up a retirement account, then you have had to call on your skills in decimals/fractions/percents to help you.

Page 4: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

American Money• In the US, our money is based on dollars and cents. • One cent is represented as $.01, with a 1 in the hundredths

place, because it is 1/100th of a dollar.

• Notice “cents” is from the Latin centum meaning a hundred.

Page 5: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Sidenote: Korean Money• 1000 won= 1 US dollar

Page 6: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Compound Interest

Page 7: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Percents• Percents are also common in financial problems.• The value of 6.2% is equal to .062 or • Percents are used in sale prices, interest rates, commissions,

tips, and taxes.

Page 8: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

I=prt interest=principle x rate x time• P. 60

Page 9: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Math in the WorkplaceFractions

Page 10: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Photographers and math

Page 11: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Photographers and math

Page 12: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Pharmacists and math

Page 13: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Pharmacists and math• Pharmacists use math to calculate dosages.

Page 14: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

How do you think you’ll use math in your career field?

Page 15: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

Fractions•

Page 16: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

• A pharmacists is compounding a batch of medication that requires 218 ¼ g of a drug that costs $79.75 per kilogram and 124 ½ g of a drug that cost $38.50 per kilogram. How much is the cost of this batch?

Page 17: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared

• A pharmacists is compounding a batch of medication that requires 218 ¼ g of a drug that costs $79.75 per kilogram and 124 ½ g of a drug that cost $38.50 per kilogram. How much is the cost of this batch?

• Since the numbers are in both decimals and fractions, convert the decimals to fractions so you are working within the same format.

Drug Weight PriceDrug A 218 ¼ gram 79.75 79 ¾ per kgDrug B 124 ½ gram 38.50 38 ½ per kg

Page 18: Fractions/Decimals/ Percents. Money The most common application of math is money and personal finance. If you’ve ever balanced a checkbook, compared