X is 5 years older than Y. The total of the current ages of X and Y is 33 years. What will be the age of Y after 7 years?
Let the present ages of X and Y are $$x$$ and $$y$$
X is 5 years older than Y
$$\Rightarrow$$Â $$x=y+5$$ .........(1)
The total of the current ages of X and Y is 33 years
$$\Rightarrow$$Â $$x+y=33$$
$$\Rightarrow$$Â $$y+5+y=33$$
$$\Rightarrow$$Â $$2y=28$$
$$\Rightarrow$$Â $$y=14$$
Present age of Y = 14 years
$$\therefore\ $$Age of Y after 7 years = 14 + 7 = 21 years
Hence, the correct answer is Option A
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