A) \[15\,\,years\]
B) \[21\,\,years\]
C) \[14\,\,years\]
D) \[20\,\,years\]
Correct Answer: D
Solution :
Factors of \[14\] are \[1,\,\,2,\,\,7\] and\[14\]. Aakash's present age is a factor of\[14\] and his age the next year is a multiple of\[5\]. These conditions are satisfied for \[14\] as \[14\] is a factor of \[14\] and \[1\] more than\[14\] \[=15=\] multiple of\[5\]. Hence, in \[6\] years' time, the age of Aakash will be \[14+6=20\]years.You need to login to perform this action.
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