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[Maximum mark: 5]
Consider 
a = log base 63 of 64 × log base 62 of 63 × log base 61 of 62 × ... × log base 2 of 3. Given that 
a is in Z, find the value of 
a.

[Maximum mark: 55]\newlineConsider a=log6364×log6263×log6162××log23 a=\log _{63} 64 \times \log _{62} 63 \times \log _{61} 62 \times \cdots \times \log _{2} 3 . Given that aZ a \in \mathbb{Z} , find the value of a a .

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