if x=2+under root 3 find the value of x cube +1/x cube
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x = 2 + root 3
1/x = 1/2 + root3 * 2-root3/2-root3
= 2-root3/(2+root3)(2-root3)
= 2-root3/4 - 3
= 2-root3/1
= 2-root3
therefore
xcube + 1/xcube
1/x = 1/2 + root3 * 2-root3/2-root3
= 2-root3/(2+root3)(2-root3)
= 2-root3/4 - 3
= 2-root3/1
= 2-root3
therefore
xcube + 1/xcube
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