if x>1,quantity A=X(X²)⁴ and quantity B=(x³)³ then
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then 1 remain greater than x
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Step-by-step explanation:
Here we have x>1x>1.
Now we can say that x<x+1x<x+1. So rewriting xx+1<1xx+1<1 . Hence Quantity A is always less than 1.
Now we can say that x>x−1x>x−1. So rewriting xx−1>1xx−1>1 . Multiplying -1 to the numerator or denominator −x1−x>1−x1−x>1. Hence Quantity B is always greater than 1.
So combining these two Quantity A < 1 < Quantity B.
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