Convergent or divergent series
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Please assist with the following problems I am having a hard time solving. Please see attached.
Determine if the following series are convergent or divergent
Find the values of x for which
and tell if the series converges or diverges when given the series
Find power series for the following functions
Write down the first 4 Taylor polynomials around zero and plot f(x) a long with its approximation
f(x)=e^(2x+1)
Use the integral test to determine if the series converges or diverges
∑_(k=1)^∞▒〖1/2k-〗 1/(2k+1)
Use the comparison test test to determine if the series converges or diverges
∑_(k=1)^∞▒1/(2k^4+8)
EVALUATE THE INTEGRALS. USE TRIG SUBSTITUTION AND SHOW WORK
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This posting explains different methods of testing convergent or divergent series.
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Hi,
Please find detailed solution attached herewith. I hope it will help you.
I will be happy to assist you in future.
Thanks
1. Determine if the following series are convergent or divergent
Solution:
Thus, the series converges.
2. Find the values of x for which
and tell if the series converges or diverges when given the series
Solution:
L < ...
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