If $$9^{2}$$ A $$4^{2}$$ B $$3^{2}$$ = 56 and $$7^{2}$$ A $$2^{2}$$ B $$1^{2}$$ = 44, then
$$11^{2}$$ A $$5^{2}$$ B $$7^{2}$$ = ?
The pattern followed is that sum of square of two rightmost numbers is subtracted from square of leftmost number.
Eg = $$9^2-(4^2+3^2)=81-16-9=56$$
and $$7^2-(2^2+1^2)=49-4-1=44$$
Similarly, $$11^2-(5^2+7^2)=121-25-49=47$$
=> Ans - (C)
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