If x+1/x=10 find the value of x^3-1/x^3
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a^3-b^3=(a-b)^3+3ab(a+b)
x-1/x= √(x+1/x) ^2-4=√10^2-4=√96=4√6
hence x3-1/x^3 = (x-1/x)^3+3*x*1/x(x-1/x)= 64*6√6+3*4√6
x-1/x= √(x+1/x) ^2-4=√10^2-4=√96=4√6
hence x3-1/x^3 = (x-1/x)^3+3*x*1/x(x-1/x)= 64*6√6+3*4√6
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