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Find the difference between

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answer is A.

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Detailed Solution

Let us assume the difference is ‘d’.
So, we have

-----(1)
According to the law of exponents, we know that

Let us use this property in equation (1).
So, we get

-----(2)
We know that if we have the term as

, we first find the value of

and then proceed to find the value of

. Let us use this in equation (2).

So, we have found the value of difference between the terms

The correct option for the given problem is (1).

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