If a-1/a=3, find a^4+1/a^4
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Answer:
(a-1/a)^2=a^2+1/a^2-2
(3)^2=a^2+1/a^2-2
9+2=a2+1/a^2
11=a^2+1/a^2
(a^2+1/a^2)^2=a^4+1/a^4+2
(11)^2=a^4+1/a^4+2
121-2=a^4+1/a^4
119=a^4+1/a^4
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