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Solve what??
\[ \sum_{0}^{\infty}(1/2)^{n}\]
i believe you can use sum of geometric series formula \[\frac{a(1-r ^{n})}{1-r}\] a= first term r = 1/2
r^n = r^inf = 0
\[\int\limits \sqrt{1+e^{x}}\]
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hmm im not sure on this one how are you approaching this?
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