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working at different rates
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Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. How many days will it take them to paint the house working together?
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Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. How many days will it take them to paint the house working together?
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IN ONE DAY Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. IN ONE DAY He paints 1/10 of the house and She paints 1/6 of the house
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IN TWO DAYS Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. IN TWO DAYS He paints 2/10 of the house and She paints 2/6 of the house
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IN THREE DAYS Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. IN THREE DAYS He paints 3/10 of the house and She paints 3/6 of the house
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Let x = the number of days it will take them to
Working alone, Dick can paint the house in 10 days. Working alone, Jane can paint the house in 6 days. Let x = the number of days it will take them to paint the whole house working together. IN THREE DAYS He paints 3/10 of the house and She paints 3/6 of the house
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IN x DAYS Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. IN x DAYS He paints x /10 of the house and She paints x /6 of the house
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IN x DAYS Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. The fraction of the house that he paints + The fraction of the house that she paints =1 IN x DAYS He paints x /10 of the house and She paints x /6 of the house
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IN x DAYS Working alone, Dick can paint the house in 10 days.
Working alone, Jane can paint the house in 6 days. The fraction of the house that he paints + The fraction of the house that she paints =1 The equation: x/ x/6 = 1 IN x DAYS He paints x /10 of the house and She paints x /6 of the house
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The equation: x/ x/6 = 1
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The equation: x/ x/6 = 1 After 3 ¾ days the job is finished.
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