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What value is in the solution set for this equation? A.12B.27 C. -12D. -27 Thursday:

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October 14 - 18 Daily Word Problems

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3. Using Rates in Equations Naomi purchased 30 postage stamps, some for letters and others for postcards. The stamps for letters cost $0.41 each. The stamps for postcards are $0.26 each. If Naomi purchased x postcard stamps, write an equation for the total cost of stamps, c.

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4. Percentage Problem Roger wants to buy a computer priced at $1,250. If sales tax is 7.5%, how much will he pay of the computer once the sales tax is added?

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Word Problems Pages 145 - 151 Inequalities

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Clue Words for Inequalities pg 145 ComparisonSymbolWords Greater than> More than greatest Less than< Least

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ComparisonSymbolWords Greater than or equal to > At least No less than Less than or equal to < At most No more than

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Translate and solve. Twice a number is more than the sum of that number and 14. Translation: 2x > x + 4 Solution {x: x > 4}

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Translate and solve. One-eighth of a number decreased by five is at least thirty. Translation: (1/8)x – 5 > 30 Solution {x: x > 280}

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Translate and solve. Negative four times a number plus nine is no more than the number minus twenty-one. Translation: -4n + 9 < n - 21 Solution {n: n > 6}

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Example 1 Kesha’s mother has said that she can put no more than $100 on her credit card to rent a car. If the car rental company charges a flat rate of $25 plus $0.10 per mile, what is the greatest distance the girls can travel?

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Example 2 A customer wants a barrel with a diameter of 3 feet and a volume of at least 35 cubic feet. What is the smallest height that can be used with this diameter to make the barrel?

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Example 3 The video game offers a 10% discount on each game you buy when you purchase a $10 discount card. Without the discount card, the average cost of a game in the store is $18.90. What is the minimum number of games you would have to buy to save money with the card?

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Practice #1 Darren wants to make a rectangular vegetable garden in his backyard. He would like the total area to be at least 200 sq ft. One of the sides must measure 12 ft. What dimensions can he make the other side?

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Page 147 – 148 ALL Top blank is for the inequality Bottom blank is for the answer Hints: #2 no more than #3 cannot spend more than #4 similar to Example 1 #5 and #6 similar to Example 3

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Purpose of Inequalities Inequalities are useful when setting boundaries for acceptable outcomes: –We need to raise at least $30 selling hamburgers and.

Purpose of Inequalities Inequalities are useful when setting boundaries for acceptable outcomes: –We need to raise at least $30 selling hamburgers and.

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