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If p/q = (3/2)^2 ÷ (1/9)^8 , then find (p/q)^2 .?
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If p/q = (3/2)^2 ÷ (1/9)^8 , then find (p/q)^2 .?
Solution:

Given, p/q = (3/2)^2 ÷ (1/9)^8

We know that, (a/b)^m = a^m / b^m

Therefore, p/q = (3^2 / 2^2) ÷ (1^8 / 9^8)

Simplifying, we get p/q = (81/4) ÷ (1/43046721)

p/q = (81/4) x (43046721/1)

p/q = 87528321

Now, we need to find (p/q)^2

(p/q)^2 = (87528321)^2

(p/q)^2 = 7644119949213441


Therefore, (p/q)^2 = 7644119949213441.
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If p/q = (3/2)^2 ÷ (1/9)^8 , then find (p/q)^2 .?
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If p/q = (3/2)^2 ÷ (1/9)^8 , then find (p/q)^2 .?
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