if (a+1/a)²=3 and a is not equal to 0 then show that a³+1/a³=0
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Step-by-step explanation:
(a+1/a)²=3
a+1/a=√3
(a+1/a)³=a³+1/a³+3(a+1/a)
Putting value of (a+1/a)
(√3)³=a³+1/a³+3√3
a³+1/a³=3√3-3√3
a³+1/a³=0
Hence proved.
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