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JEE MATHEMATICS MCQ: INDEFINITE INTEGRATION

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∫777x⋅77x⋅7xdx\int 7^{7^{7^x}} \cdot 7^{7^x} \cdot 7^x d x is equal to
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Correct option: A
777x(log⁡e7)3+C\frac{7^{7^{7^x}}}{\left(\log _e 7\right)^3}+C
Option A is correct because the integral can be solved by recognizing the pattern and using substitution, leading to the given result.

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