if X +1/x= 3 find x^5+1/x^5
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x+(1÷x)= 3
x+1÷x=9
x^2+1÷x^2+2=9
x^2+1÷x^2=7
x+(1÷x)=3
x^3+(1/x^3)+3(x+1/x)(x×1/x)=27
x^3+(1/x^3)+3(3)=27
{(x+1)^3÷(x)3}×{(x+1)^2÷(x)^2}
(x+1)^5÷×(x)^5=9×27=243
x+1÷x=9
x^2+1÷x^2+2=9
x^2+1÷x^2=7
x+(1÷x)=3
x^3+(1/x^3)+3(x+1/x)(x×1/x)=27
x^3+(1/x^3)+3(3)=27
{(x+1)^3÷(x)3}×{(x+1)^2÷(x)^2}
(x+1)^5÷×(x)^5=9×27=243
sujoytherock62pclw2j:
wrong answer
I knew that dear . I was in a hurry so I needed to stop the editing in middle
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