If x-1/x=8, find the value of (x power2+1/x power2) and (x power4+1/x power4)
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Answer:
x-1/x=8
squaring on both sides
(x-1/x) ^2=8^2
xpower2+1/x power2-2*x*1/x=64
xpower2+1/x power2 - 2=64
xpower2+1/x power2=66
again squaring on both sides
xpower4+1/x power4+2*xpower2*1/x power2=4356
xpower4+1/x power4+ 2=4356
xpower4+1/x power4=4354
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