ofterm 7 ijs 254d. If the chosen sequence has a finite number of terms and its sum is 262142, how many termsare there?e. Express the chosen sequence as a recursive pattern.6. Write an nth term (general term) of the geometric sequence that has the given two terms:a.t2 = 4 and t, = 1b. t2 = 9 and ts = --With of the above seguences has/have a finite tn = ar"-1 value as n approaches

Name: ofterm 7 ijs 254d. If the chosen sequence has a finite number of term
Uploaded: 2024-03-20T06:38:58.000Z
Channel: Bartleby
Description: ofterm 7 ijs 254d. If the chosen sequence has a finite number of terms and its sum is 262142, how many termsare there?e. Express the chosen sequence as a recursive pattern.6. Write an nth term (general term) of the geometric sequence that has the gi

Answered: Image /qna-images/answer/a9891674-6f2d-4f55-92a0-fb0b97fabb7c.jpg

Answered: 6. Write an nth term (general term) of…

Math

Calculus

6. Write an nth term (general term) of the geometric sequence that has the given two terms: a. t, = 4 and t, = 1 b. t2 = 9 and ts =

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter8: Sequences, Series,and Probability

Section: Chapter Questions

Problem 5T: The second term of a geometric sequence is 14, and the sixth term is 224. Find the nth term. (Assume...

See similar textbooks

Similar questions

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!n
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 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
Calculate the first eight terms of the sequences an=(n+2)!(n1)! and bn=n3+3n32n , and then make a conjecture about the relationship between these two sequences.
Consider the sequence defined by an=68n. Is an=421 a term in the sequence? Verify the result.
Find the sum of the first five terms of the sequence with the given general term. an=3n2
The second term of a geometric sequence is 14, and the sixth term is 224. Find the nth term. (Assume that the terms of the sequence are positive.)
The second term of a geometric sequence is 6, and the fifth term is 81/4. Find the eighth term. (Assume that the terms of the sequence are positive.)
Find the sum of the first five terms of the sequence with the given general term. an=n
What is the 11thterm of the geometric sequence 1.5,3,6,12,... ?