Show that if x3+1\x3=52, if x=2+root 3
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x=2+√3
1/x=1/2+√3
1/x=2-√3/(2)²-(√3)²
1/x=2-√3
x+1/x=4
x³+1/x³=(x+1/x)³-3(x+1/x)
x³+1/x³=(4)³-3(4)
x³+1/x³=64-12=52
꧁•༆Hope it helps༆•꧂
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