Solution
The pattern followed is that in each row the number at the end is the square root of the product of first two.
Eg :- $$\sqrt{25\times144}=\sqrt{5\times5\times12\times12}=5\times12=60$$
$$\sqrt{81\times225}=\sqrt{9\times9\times15\times15}=9\times15=225$$
Similarly, $$\sqrt{49\times289}=\sqrt{7\times7\times17\times17}=7\times17=119$$
=> Ans - (A)
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