The oldest painting in the museum is 225.75 years old. If the painting is washed for 15 times, the time span between the consecutive washings is .

13.03 years

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14.04 years

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15.05 years

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16.06 years

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Solution

The correct option is C 15.05 years
Age of the painting $= 225.75$ years.

Total number of washings completed = $15$ .

So, the time taken between two consecutive washings $= 225.75 \div 15$

Calculating $225.75 \div 15$ by standard algorithm process,

Upon calculation, you get the final quotient as $15.05$ .

Therefore, the time taken between the consecutive washings of the painting is $15.05$ years.

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