Evaluate the series:
$$\sqrt{1+z} \cdot \sqrt{1+z\sqrt{1+z}} \cdot \sqrt{1+z\sqrt{1+z\sqrt{1+z}}}\cdots\text{upto N terms}$$
How to find the general formula for $N$ terms?
Evaluate the series:
$$\sqrt{1+z} \cdot \sqrt{1+z\sqrt{1+z}} \cdot \sqrt{1+z\sqrt{1+z\sqrt{1+z}}}\cdots\text{upto N terms}$$
How to find the general formula for $N$ terms?
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