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One student can paint a wall in 10 minutes. Another student can paint the same wall in 15 minutes. Working together, how long will it take for them to paint the wall? 5 minutes 6 minutes 8 minutes 12 minutes
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one hour = 60 minutes so if the first student can paint a wall in 10 minutes, they can paint 1/10 of a wall per minute similar logic with the other student: 15 minutes, so they can paint 1/15 of a wall per minute if we let t = # of minutes, then the first student paints (1/10)t walls in (t) minutes, and the second student paints (1/15)t walls in (t) minutes. together, to complete one (1) whole wall, our equation is therefore: (1/10)t + (1/15)t = 1, solve for t
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