Question

Find the value of (243)^n/5 x 3^2n+1 / 9^n x 3^n-1​

Answer 1

Answer:

9

Step-by-step explanation:

$\frac{243^{n/5}*3^{2n+1} }{9^{n}*3^{n-1} }$

=$\frac{3^{n}*3^{2n+1} }{3^{2n}*3^{n-1} }$

=$3^{n+2n+1-2n-n+1}$

=$3^{2}$

=9

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