user51462

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15 Questions

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3	For which values of a do the following vectors for a linearly dependent set in $R^3$?
3	Find the limit of the sequence $\frac{n!}{2^n}$ as n tends to infinity
2	Comparison test
1	MacLaurin series of $\ln(1-x^2)$
1	Show that the sequence $(\frac{2^n}{n!})$ has a limit.

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87 Reputation

+15	For which values of a do the following vectors for a linearly dependent set in $R^3$?
+5	MacLaurin series of $\ln(1-x^2)$
+15	Find the limit of the sequence $\frac{n!}{2^n}$ as n tends to infinity
+5	Improper Riemann integrals

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1 Answer

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0	Deriving a demand curve intermediate microeconomics

18 Tags

0 calculus × 5	0 improper-integrals × 2
0 sequences-and-series × 4	0 convergence × 2
0 real-analysis × 3	0 homework × 2
0 multivariable-calculus × 3	0 taylor-expansion × 2
0 economics × 3	0 power-series

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$Mathematics Stack Exchange$	Mathematics	87 rep	8
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	Quantitative Finance	1 rep
	French Language & Usage	1 rep

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