The sum of the ages of two friends Anushika and Naimish 14 years ago was one - third of the sum
of their present ages. If the present age of Anushika is four - thirds the present age of Naimish,
then what is the present age of Naimish?
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Answer:
18 years
Step-by-step explanation:
Let Anushika present age be '4/3x' and Naimish present age be 'x"
Given that
(4/3x-14)+(x-14)=1/3(4/3x+x)
7/3x (-28)=7/9x
-28=7/9x-7/3x
-28/14*9 = - x
2*9 = x
x =18
Therefore the present age of Naimish is 18 years.
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