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(3^(2(n+6))xx9^(2n-7))/27^(2n)=...

`(3^(2(n+6))xx9^(2n-7))/27^(2n)=`

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Find the value of (3^(12+n)xx9^(2n-7))/(3^(5n))

The value of (3^((12+n))xx9^((2n-7)))/(3^(5n)) is

Simplify and hence find the value of n: (3^(2n)9^(2)3^(-n))/(3^(3n)) = 27

(3xx9^(n+1)-9xx3^(2n))/(3xx3^(2n+3)-9^(n+1))

Simplify : (3xx9^(n+1)-9xx3^(2n))/(3xx3^(2n+3)-9^(n+1))