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Step-by-step explanation:
(a-1/a)² =3
a²+(1/a)²-2.a.1/a=3
a²+1/a²=3+2
a²+1/a²=5 (equation 1)
now cubing both side
(a²+1/a²)³=5³
a^6 + 1/a^6 + 3.a².1/a²(a²+1/a²) = 125 (∵(a+b)³=a³+b³+3ab(a+b))
a^6 + 1/a^6 + 3×5 = 125 (∵ a²+1/a² = 5 according equation 1)
a^6 + 1/a^6=125-15 = 110 proved
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