If a⁴=119-1/a⁴ then (√a)+(1/√a)=?
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Step-by-step explanation:
Given that a4+1(a4)a4+1(a4) = 119 , adding 2 on both sides, we get : [a2+1a2]2[a2+1a2]2 =121→a2+1a2=11=121→a2+1a2=11
Again, by subtracting 2 on both sides, we have (a−1a)2=9→(a−1a)=3(a−1a)2=9→(a−1a)=3
Now, a3−1a3=(a−1a)(a2+1a2+1)=12∗3=36a3−1a3=(a−1a)(a2+1a2+1)=12∗3=36
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