PROVE YOUR TALENT BY SOLVING THIS BRILLIANT QUESTION..........
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Answered by
0
2 to the power -27/25 – 1....
now by solving this ur ans will be ready
I give u almost 80% hint of that question
now by solving this ur ans will be ready
I give u almost 80% hint of that question
Attachments:
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Answered by
1
Well, from equation first,
Using

So from this:

and

From this m =2 (Equation x)
Similarly from equation second

p-n=4 (equation y)
Now from third equation

So,


From eq x and y

Now, finallly putting value of a
We get

Ans. 2
Using
So from this:
and
From this m =2 (Equation x)
Similarly from equation second
p-n=4 (equation y)
Now from third equation
So,
From eq x and y
Now, finallly putting value of a
We get
Ans. 2
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