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Person A can paint the house 2 times as fast as person B. This year person A and B worked together, it took them 3 days. How long would it take each to paint the house
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I like to think of these problems as close to "rate * time = distance" except instead of distance, it is "work" Let's say B paints x houses per day (his rate is x houses/day) the A paints twice as fast, or 2x together we have (2x+1x) houses/day * 3 days = 1 house solve for x
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