Let a>b>0 and I(n)=a1/n–b1/n, J(n)=(a–b)1/n for all n≥2. then – InterviewSolution

1.	Let a>b>0 and I(n)=a1/n–b1/n, J(n)=(a–b)1/n for all n≥2. then
Answer» Let $a > b > 0$ and $I (n) = a^{1 / n} - b^{1 / n},$ $J (n) = (a - b)^{1 / n}$ for all $n \geq 2$ . then

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