Amol takes the average of 10 two-digit numbers. By
* mistake he interchanges the digits of one no. As a result,
the average increases by 1.8 of the previous avg. If a & b
are the digits of that particular no., what is the value of (b-
a)?
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Answer:
According to the question let as consider by mistake he writes 10th number with its digits interchanged
∴10x+y−(10y+x)10=3.6
In these remaining nine numbers are same and they cancel out
10x+y−10y−x10=3.6
9x - 9y = 36
x - y = 4
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