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Five positive integers have a mean of 10, a median of 12 and only one mode, which is 12. What is the difference between the largest and smallest of these numbers?
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Start by saying that either three of the numbers equal 12, or two of them equal 12 (because the mode is 12).
I was thinking of doing (a+b+c+d+e)/5= 10 _,12,10,12,_ =50
|dw:1343906720103:dw| a + b + c + d = 60 - 12 a+ b + c + d = 48 smallest can be 0 .. and largest can be 38.. to get a mean of 10... so i guess 38 -0 = 38 ???
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