If x3 _1/x3=14 then x_1/x=?

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Posted by Nimrat Singla 8 years, 4 months ago
- 1 answers
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Soumya Ghoshal 8 years, 4 months ago
{tex}x^3-1/x^3=(x-1/x)^3+3×x×1/x(x-1/x){/tex}
or,{tex}14= a^3+3a where x-1/x=a{/tex}
or,{tex}a^3+3a-14=0{/tex}
or,{tex}a³-2a²+2a²-4a+7a-14=0{/tex}
or,{tex}a²(a-2)+2a(a-2)+7(a-2)=0{/tex}
or,{tex}(a-2)(a²+2a+7)=0{/tex}
Then,{tex}a=2{/tex}
So,{tex} x-1/x=2{/tex}
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