Determine whether the following SEQUENCES converge or diverge. For convergent sequences, find the limit. (a). n+2 2n + 1 (0). {(-1) +2} [Select] (b).(-1)" (d). n+2 (g). (h). Inn (n) {n} [Select] In n² | Select [Select] {()} [Select] In n {} [Select] [Select] [Select]
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Urgent key required
![Determine whether the following SEQUENCES converge or diverge. For convergent sequences, find the limit.
| Select
(a).
n+2
2n + 1
(0). {(-1) +2} [Select]
(b).(-1)"
b). {(-
(d).
(e).
n+2
(8).
(h).
72²
Inn
(1). {n} [Select]
[Select]
In n²
[Select]
{()}
{}
In n
[Select]
[Select]
[Select]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6ee2be89-d0be-4696-8a18-a36a42075af4%2Fbd8a2849-0c8e-4b12-a90a-569b21bbf695%2Fs3nvc8r_processed.jpeg&w=3840&q=75)
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- Follow these steps to evaluate a finite sequence defined by an explicit formula. Using a Tl-84, do the following. • In the home screen, press [2ND] LIST. • Scroll over to OPS and choose ‘seq(” from the dropdown list. Press [ENTER] • In the line headed “Expr:” type in the explicit formula, using the [X,T,,n] button for n • In the line headed ‘Variable” type In the variable used on the previous step. • In the line headed ‘start:” key in the value of n that begins the sequence. • In the line headed “end:’ key in the value of n that ends the sequence. • Press [ENTER] 3 times to return to the home screen. You will see the sequence syntax on the screen. Press [ENTER] to see the list of terms for the finite sequence defined. Use the right arrow key to scroll through the list of terms. Using a TI-83, do the following. • In the home screen, press [2ND] LIST. • Scroll over to OPS and choose “seq(“ from the dropdown list. Press [ENTER]. • Enter the items in the order “Expr’, Variable’, ‘start”. end separated by commas. See the instructions above for the description of each item. • Press [ENTER] to see the list of terms for the finite sequence defined. Use the right arrow key to scroll through the list of terms. For the following exercises, use the steps above to find the indicated terms for the sequence. Round to the nearest thousandth when necessary. 65. List the first four terms of the sequence. an=5.7n+0.275(n1)Follow these steps to evaluate a finite sequence defined by an explicit formula. Using a Tl-84, do the following. • In the home screen, press [2ND] LIST. • Scroll over to OPS and choose ‘seq(” from the dropdown list. Press [ENTER] • In the line headed “Expr:” type in the explicit formula, using the [X,T,,n] button for n • In the line headed ‘Variable” type In the variable used on the previous step. • In the line headed ‘start:” key in the value of n that begins the sequence. • In the line headed “end:’ key in the value of n that ends the sequence. • Press [ENTER] 3 times to return to the home screen. You will see the sequence syntax on the screen. Press [ENTER] to see the list of terms for the finite sequence defined. Use the right arrow key to scroll through the list of terms. Using a TI-83, do the following. • In the home screen, press [2ND] LIST. • Scroll over to OPS and choose “seq(“ from the dropdown list. Press [ENTER]. • Enter the items in the order “Expr’, Variable’, ‘start”. end separated by commas. See the instructions above for the description of each item. • Press [ENTER] to see the list of terms for the finite sequence defined. Use the right arrow key to scroll through the list of terms. For the following exercises, use the steps above to find the indicated terms for the sequence. Round to the nearest thousandth when necessary. 66. List the first six terms of the sequence an=n!nFollow these steps to evaluate a finite sequence defined by an explicit formula. Using a Tl-84, do the following. • In the home screen, press [2ND] LIST. • Scroll over to OPS and choose ‘seq(” from the dropdown list. Press [ENTER] • In the line headed “Expr:” type in the explicit formula, using the [X,T,,n] button for n• In the line headed ‘Variable” type In the variable used on the previous step. • In the line headed ‘start:” key in the value of n that begins the sequence. • In the line headed “end:’ key in the value of nthat ends the sequence. • Press [ENTER] 3 times to return to the home screen. You will see the sequence syntax on the screen. Press [ENTER] to see the list of terms for the finite sequence defined. Use the right arrow key to scroll through the list of terms. Using a TI-83, do the following. • In the home screen, press [2ND] LIST. • Scroll over to OPS and choose “seq(“ from the dropdown list. Press [ENTER]. • Enter the items in the order “Expr’, Variable’, ‘start”. end separated by commas. See the instructions above for the description of each item. • Press [ENTER] to see the list of terms for the finite sequence defined. Use the right arrow key to scroll through the list of terms. For the following exercises, use the steps above to find the indicated terms for the sequence. Round to the nearest thousandth when necessary. 63. List the first six terms of the sequence. an=n33.5n2+4.1n1.52.4n
- Determine whether the sequence converges or diverges. If it converges, find its limit {((-1)^n)/2n} Thanky ouDetermine if the following sequence is convergent. If the sequence is convergent, find its limit. If it is divergent, indicate if it tends to ∞, -∞ or neither.determine whether the sequence converges or diverges.if it converged find its limit. {n^3/(n^3+4)}
- Determine the convergence or divergence of the sequence with the given nth term. If the sequence converges, find its limit. an = −3−nDetermine whether the sequence converges or diverges. If its converges, find its limit {n3 / (n3 + 4)}Determine whether the given sequence converges or diverges, and clearly state your answer. If the sequence converges, state what it converges to. using mathematical notation correctly, and where appropriate, using results such as L’Hopital’s Rule, to justify your conclusions. n2/(1+2n2)