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JEE MATHEMATICS MCQ: SEQUENCE OF SERIES

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If (1+a)(1+a2)(1+a4)…(1+a128)=∑r=0nar(1+a)\left(1+a^2\right)\left(1+a^4\right) \ldots\left(1+a^{128}\right)=\sum\limits_{{r=0}}^n a^r, then nn is equal to
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Correct option: A
255
Option A (255) is correct because the product expands to a sum of powers of 'a' up to a255a^{255}, making n = 255.

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