If x is equal to 1-✓2 then find ( x-1/x)^2
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So the given equation is, x+1/x=2.
Thus, 2x=x+1.
Hence, x=1.
I hope we are clear till here.
The question asked is x^4 - 1/x^4.
Putting the value of x that we obtained from the given equation(i.e. x=1) in the second equation we get,
1^4 - 1/1^4 = 1 -1/1 = 1-1 = 0.
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i hope it will help you
in this i used conjugate of 1_root2
in this i used conjugate of 1_root2
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