X + 1 by x cube equals to 3 show that x cube + 1 by x cube equal to zero
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Step-by-step explanation:
x+1/2 whole square = 3
therefore x+1/x=√3
taking square root on both sides
x+ 1/x whole square =3.
x square+ 1/x square+ 2×x× 1/x= 3
x square+ 1/x square= 3-2
x square + 1/x square= 1
x cube+ 1/ x cube= (x+1/x)(x square- x×1/x+1/x square)
= (√3)(1-1)
=√3×0
= 0
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