is convergent to

Q: 73

A:

Q: Σ n=1

A: Let the given series be: ∑n=1∞an where, an=3n(n+2)!n5

Q: Does diverge? If it converges, find the value. xe da converge or

A: ∫0∞xe-x2dx

Q: By 6/2silon definition, check the Convergenre of the following Sequenies. = 2n21

A: Given that, Sn=2n2+12n2-1 We find the limit of this sequence as follows:…

Q: is it absolutely convergent, conditionally convergent, divergent, or cannot be determined

A:

Q: O convergent O divergent

A:

Q: 00 Show that converges if [r| < 1. п: п

A: The given series is

Q: 16 dx

A:

Q: What is the convergent of this problem?

A:

Q: =1 nº+1

A:

Q: 1 n=2 n(Inn)P -4

A: We need to find the value of p for which series convergent.

Q: If > an converges then an converges.

A: Absolutely true.

Q: does this converge?

A: To find - Does this converge? ∑n=2∞-1n1nln n     Test used - Alternating series test : Suppose that…

Q: if Xn is bounded, is Xn  cauchy ?  is Xn convergent?

A: Solution

Q: Find the limit numbek of the fallawing Sequencer er divergente and which of them is convergent 4-…

A: To find the convergence of the sequence and obtaining the limit

Q: Please determine whether each of the following is absolutely convergent, conditionally convergent or…

A: here the sequence is

Q: It is convergent or divergent if it is convergent where it is converte?

A:

Q: Choose the true statements about a convergent series.

A:

Q: converges

A: Given that: The series ∑ n = 1∞ 3+4 cos nn2 .

Q: Which converge and diverge?

A: In this question, we have given four multivariable functions. for each of them, we have to check the…

Q: Would it be absolutely convergent or conditionally convergent?

A: Let, for the given series the nth term is an=-1nn15+1n23+3.   Using the ratio test of the absolute…

Q: Determine whether the seauerce converges or diverges. If it conve ges, find the 100 loon 100 an- +…

A:

Q: Does this mean the sequence is always convergent?

A: We can take limit of the sequence.  limn→∞an=limn→∞-1n-1nn+n

Q: Determine if it converges or diverges

A: Given series is ∑k=2∞(-1)kk2k2+3k-1 expanding we can write as ∑k=2∞(-1)kk2k2+3k-1=49-917+1627-...

Q: Test the convergency o f Stan ("

A: According to the given information, it is required to test the convergence.

Q: Are there cmy value of fer which converges. n7

A: Given series is ∑n=1∞1nx. The above series can be written as 1x∑n=1∞1n.

Q: It is convergent or divergent and if its convergent where it is converte?

A: I have provided solution in step2

Q: 8. 27 n=3

A:

Q: In each of the fallowing, find Convergenca and interval of Convergent. the radius of

A: Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: is it divergent, convergent or absolutely convergent?

A: We have given a series ,  ∑k=0∞ sin2k+1π2 k3k+1! Here , sin2k + 1π2 = sinkπ + π2 sin2k + 1π2  =…

Q: state whether Converges diverges

A: To state whether the given series converges/diverges. ∑n=1+∞-1nnnsinn1n2n

Q: use SERIES to evaluate the limits

A:

Q: What's the convergent of this problem?

A:

Q: Determine whether the statement is true or false. dr is convergent.

A:

Q: Show that Sum of two uniform'y Convergent sevuence uniformiy Converg ent ? is

A:

Q: (a) Determine whether {an} is convergent.

A:

Q: CONVERGENT

A: We have to choose the correct option from the given options according to the given information

Q: The sequence {x}=0, where xn (A) True (B) False 20 = is convergent. n!

A:

Q: Determine whether aedx is convergent or divergent.

A:

Q: Are there cmy value g fer which converges.

A: Givens equence is, ∑n=1∞1nx We know that , the p-series ∑n=1∞1np=11p+12p+13p+....+1np+... Converges…

Q: an is convergent.

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: The Ratio Test can be used to determine whether O True O False converges.

A: Given ∑1n3

Q: By 6/2silon definition, check the convergenie of fallowing sequenres. the =

A: We have to check the convergence of the sequence by using the epsilon definition…

Q: determine this punction convergent?

A:

Q: 1 3.

A: According to definite integral formula ∫acf(x) dx=∫abf(x) dx+∫bcf(x) dx . According to power rule of…

Q: Determine whether the seavence converges dive ges. If it conveges, find the or

A:

Q: Show that if

A: x+y≤x+y