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List of top Mathematics Questions on Series asked in VITEEE
Find the missing number in the series: \(2,\,6,\,12,\,20,\,30,\,?\)
VITEEE - 2026
VITEEE
Mathematics
Series
The sum of the series $ \displaystyle\sum_{r = 0}^{n}\left(-1\right)^{r}\, ^{n}C_{r}\left(\frac{1}{2^{r}}+\frac{3^{r}}{2^{2r}}+\frac{7^{r}}{2^{3r}}+\frac{15^{r}}{2^{4r}}+...m \text{terms}\right)$ is
VITEEE - 2013
VITEEE
Mathematics
Series
If $x > 0$ and $\log_{3} x+\log_{3}\left(\sqrt{x}\right)+\log_{3}\left(\sqrt[4]{x}\right)+\log_{3}\sqrt[8]{x}+\log_{3}\left(\sqrt[16]{x}\right)+....=4,$ then x equals
VITEEE - 2007
VITEEE
Mathematics
Series