100 Use the direct comparison test to determine if n=2E %3D2 converges or diverges.

Q: Which of the sequences {a,} converge and which diverge: n+(-1)" 1. a=

A:

Q: W Ose an appropriałe test to determine whether the converges, follawing serre

A: Our objective is to find the convergence.

Q: 8. 1 Σ 7n + 10

A:

Q: 2* converge? If so, what does it converge to? If not, justify. 7k 1 2 2. Does

A:

Q: Determine whether (-3)" converges or diverges. n=1

A:

Q: 4か さ n=0

A: To determine whether the given sequence converges or diverges.1+4n4nn=0∞

Q: Use the comparison test to determine whether) converges. 2 +3* k-1

A:

Q: Use the Ratio Test to prove that  ∑ (2/3) (n-1) converges. n goes thru n=3 to ∞. Write step by…

A:

Q: Try to use the ratio test or the root test to determine if the following converge or diverge. If the…

A:

Q: In n 2 n n=1

A: Given the series

Q: Q3: What are the definitions of pointwise and uniform convergences? Compare between them in example.

A: Solution:-

Q: Determine whether the statement is true or false. The Ratio Test can be used to determine whether…

A: True/False The Ratio Test can be used to determine whether ∑1n4 converges.

Q: 2n + 5 9n + 4 n=1

A:

Q: · E In (e + +) n = 1

A:

Q: Use the ratio test to determine whether Σ n=10 converges or diverges. n(-3)n n!

A:

Q: O Determine whether E=1 converges or diverges. n! 104n t.

A: To determine whether series converges or divergent.  Here by using ratio test we will determine…

Q: Determine whether {?n } is convergent. and determine whether ∑ ?n as n approaches +∞ from ?=1 is…

A:

Q: (n + 1)? n3 + (1.1)" 350. n=1

A:

Q: 7.) n=1

A: The given series

Q: In n Use the basic comparison test to determine whether E-1 converges or nvn

A:

Q: 6" Using the ratio test, determine if converges or diverges (n + 1)"

A:

Q: Determine whether k- 3k+2 22k+1 converges or diverges. k=2

A: Given that: ∑k=2∞k.3k+222k+1   NOTE: As per our answering guidelines, we can only answer 1 question…

Q: n2 Σ (2n + 1)! 17. n=1

A: Explanation of the answer is as follows

Q: For what values of p does fxPdx converge? 1

A: The given integral is ∫1∞x-pdx

Q: Σ 3k converges. Use the comparison test to determine whether 6k k=1 -

A: We will solve the problem.

Q: 3n 4. Use the ratio test to determine whether Σ converges. (n + 1)! n=1

A: use the ratio test for convergence of series.

Q: 1 1+ 2/2' 3/38 1 1 + 1 + ... 5/5 +

A:

Q: 1 7. Determine by the ratio test if n- converges or diverges. п! -

A:

Q: Determine whether ∞∑n=1e1/n n2 converges or diverges.

A: Given: To find the convergence of the given series, ratio test is used. And it is given as follows,…

Q: 00 Which test would you use to determine whether 2n1n converges? n=1

A: The above test is called comparison test and it can be used to determine whether the given function…

Q: the or ఒలిమ్ అనాయు 4n n!

A:

Q: Determine whether 5- 2AK converges or diverges. If it converges, find the sum. k=2

A:

Q: Inn Use the basic comparison test to determine whether E-1 converges or nvn diverges.

A:

Q: 6n* Determine if >. converges or diverges. State any tests you use. 'n' +3 n=1

A: Given the series

Q: Using the direct comparsion test, does Sigma infinity, n=1 1/sqrt n^3 +1 converge or diverge? Make…

A: Given series is Consider the series

Q: Vn7 +n Vnº + n5 n=1

A: Let's find.

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

A: Given ∑1n3

Q: Does it converge or diverge? Σ 2 + 2n' n=2

A: Given series is ∑n=2∞n2+2nn

Q: 1 54. У n=11 + 22 + 32 + + n?

A:

Q: Determine f the sarles 1 ヘ-3 diverges? converges or

A:

Q: n· 3n 5n n=

A:

Q: 7n+2 5. By using Ratio Test, determine whether > converges or diverges. (n + 1)! n=1

A: The answer is found in step-2

Q: 100n 3/.2 + 4 n=1 WI

A:

Q: 6n* Determine if > converges or diverges. State any tests you use. n'+3 n=1

A: We can limit comparison test

Q: Which test would you use to determine whether n 00 -3.2 converges? n=1

A:

Q: (n!)³ (3n)! 321. n=1 8.

A: we have to solve using ratio test

Q: 2sys8 y > 8 Show that Y converges in probability to a constant, and provide that constant.

A:

Q: 6n2 n

A: The given sequence be 6n2en To find it is convergent or divergent

Q: 5. Use one of your comparison tests to decide if Σ n+1 converges. Justify your n° – 2n² – 7 n=3…

A: The given series is ∑n=3∞n+1n6-2n2-7

Estimation

A new framework of data analysis where the new statistical methods are used for interpreting the results and analyzing the data is known as estimation in statistics.