if (a+1/a)2 =3 and a is not equal to 0 then show that a3 +1/a3=0
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Answer:
a
a
(a+1a)2=3
⇒
a
a
a +1a=3
Now,
a
a
(a+1a)3
=
a
a
a
a
a3+1a3+3(a+1a)
⇒ (3)3
=
a
a
a3+1a3+3(3)
⇒
a
a
a3+1a3
= 33-33
= 0.
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