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nour

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78 reputation
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visits member for 11 months
seen May 12 at 22:28
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78 reputation
 bio website visits member for 11 months
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 location seen May 12 at 22:28
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13 Questions

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4
 Evaluate $A_r=\int_{{0}}^{\frac{\pi}{2}} \sin^{r}x \ \ dx$
2
 When does $\sum_{n=0}^{\infty} \frac{2^n+n^2}{3^n+n^3}z^n$ converge?
2
 polar form of a double integral
1
 Determining the Lipschitz constant
1
 Finite representation in the binary $\implies$ finite representation in the decimal system
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78 Reputation

+5 Determining the Lipschitz constant
+5 Finite representation in the binary $\implies$ finite representation in the decimal system
+5 Floating point arithmetic
+5 Evaluate $A_r=\int_{{0}}^{\frac{\pi}{2}} \sin^{r}x \ \ dx$
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0 Answers

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decimal-expansion × 2
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polytopes × 2
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floating-point
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combinatorics × 2
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analysis
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