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The answer is "B". Can you calculate it using the formula given to you? Try it.
A = P [ (1 + r)^n - 1 ]
_______________
r ( 1 + r)^n
Where P = 725 r = .0825/12 = 11/1600 n = 48 months
So we have
A = 725 [ (1 + 11/1600)^(48) - 1 ]
__________________________ ≈ 29,555.11 ⇒ "B" seems the closest
[ (11/1600) * ( 1 + 11/1600)^48