If x^2 + 1/x^2 = 11 then find x^3 + 1/x^3
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Answer:
x²+1/x²=11
=>(x+1/x)²−2x(1/x)=11
=>(x+1/x)²=13
=>(x+1/x)=√13
now,
x³+1/x³=(x+1/x)³−3(x)(1/x)(x+1/x)
=>13³/²−3(√13)
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