Evaluate:[(-6/5) ^-2×(-6/5) ^-3]^-1
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(-6/5) is your answer
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Answered by
1
[(-6/5)^-2 × (-6/5)^-3]^-1
We know that, (a/b) ^-n = (b/a)^n
So,
[(-6/5)^-2 × (-6/5)^-3]^-1
[(-5/6)^2 × (-5/6)^3]^-1
[(-1×5/6)^2 × (-1×5/6)^3]^-1
[(-1)^2.(5/6)^2 × (-1)^3.(5/6)^3]^-1
{Property used :- (a×b)^n = a^n×b^n}
[-1×(5/6)^2 × (5/6)^3]^-1
[-(5/6)^2+3]^-1
[-(5/6)^5]^-1
-(5/6)^-5
-(6/5)^5
(-6/5)^5
Hope it will help you ✌️
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