Prove that:
(2^2n-3.2^2n-2)(3^n-2.3n-2)/3^n-4(4^n+3-2^2n
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2^2n + 2^2n + 2^2n + 2^2n = 4^24
=> 4 x 2^2n = 4^24 = 2^48
=> 2^2 x 2^2n = 2^48
=> 2^(2n+2) = 2^48
=> 2n+2 = 48=> n =23
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