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Let A1, A2, A3, ...... be an increasing geometric progression of positive real numbers. If A1A3A5A7

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Let A1, A2, A3, ...... be an increasing geometric progression of positive real numbers. If A1A3A5A7 = 1/1296 and A2 + A4 = 7/36, then, the value of A6 + A8 + A10 is equal to

(A) 33

(B) 37

(C) 43

(D) 47

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Correct option is 43

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