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Janet and Judy want to buy a set of DVDs. Janet has $47 less than the purchase price, and Judy had $2 less. If they pool their money, they still do not have enough to buy the DVDs. If the set costs a whole number of dollars, what is its price?
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We'll first set x to be the price of the DVD set. Janet's amount of money is x-47 (47 less than x) and Judy's would be x-2 (2 less than x). Now let's set the problem up: (x-47) + (x-2) < x This being the sum of Janet's money and Judy's is less than x. Now let's solve the inequality. (x-47) + (x-2) < x 2x -49 < x 2x < x + 49 x < 49 So the cost of the DVDs is less than $49.
Though it must be at least $47 unless Janet has a negative amount of money.
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