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A student is asked to multiply a number K by 5. But he multiplies K by $$\frac{1}{5}$$ and gets x% error. Next time he multiplies K by $$\frac{1}{25}$$ and gets y% error. Then the percentage increase of y over x is
Originally expected 5K.
but he wrote (1/5)K=0.2K.
first error,x%=(5K-0.2K)/5K=0.96 or 96%.
next time he wrote (1/25)K=0.04K.
second error,y%=(5K0.04K)/5K=0.992 or 99.2%.
so increase of y over x is =
(0.992-0.96)/0.96=0.033333 or 3.33%.
A is correct choice.
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