Question

Find the 25th term of an arithmetic progression: 2, 5, 8 ... a. 1900 b. 1650...

Find the 25th term of an arithmetic progression: 2, 5, 8 ...

a. 1900

b. 1650

c. 950

d. 630

Homework Answers

Answer #1

The arithmetic progress of: 2, 5, 8

has 1st term = 2

difference d = 3 (5-2)

To find the nth term of an AP we use the forumla

We need to find the 25th term so we substitute n = 25 and the rest of the

This matches to none of the options but I think what you mean to ask is the sum of first 25 terms.

The formula for that is

Again sub n = 25

Option c

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A. Find the sum 3+8+13+...+28 B.  Find the first term and the common difference of the arithmetic...
A. Find the sum 3+8+13+...+28 B.  Find the first term and the common difference of the arithmetic sequence whose 7th term is 55 and 15th term is 37 C. An auditorium has 56 rows of seats. The first row contains 50 seats. As you move to the rear of the auditorium, each row has 7 more seats than the previous row. How many seats are in row 21? How many seats are in the auditorium? D. Express the following sum in...
1 .Answer the following questions about the arithmetic sequence 2, 5, 8, 11, .... . Find...
1 .Answer the following questions about the arithmetic sequence 2, 5, 8, 11, .... . Find n if the series 2 + 5 + 8 + 11 + ⋯ + 119 = 2420. 2. Answer the following questions about the geometric sequence 3, 12, 48, 192. Which term in the sequence is 12288? 3. Find the sum of the series 106 + 103 + 100 + 97 + ⋯ − 41. 4.Find S7 and S∞ for the series 6 +...
For an arithmetic sequence, a34=20. If the common difference is -5, find: First term: Sum of...
For an arithmetic sequence, a34=20. If the common difference is -5, find: First term: Sum of first 66 terms:
Find the 11th term in this sequence: 1,9,17,25,33… Find the 29th term in this sequence: −8,−5,−2,1,4…...
Find the 11th term in this sequence: 1,9,17,25,33… Find the 29th term in this sequence: −8,−5,−2,1,4… Find the 47th term in this sequence: 1,−2,−5,−8,−11… Find the 98th term in this sequence: −3,−5,−7,−9,−11…
On Dec 25th, 2019, ABC sold $500,000 goods to the XYZ Company term (2/10/N30). Based on...
On Dec 25th, 2019, ABC sold $500,000 goods to the XYZ Company term (2/10/N30). Based on this, revenues to be recognized in 2019 is: Select one: a. $10,000 b. $0 c. $490,000 d. $500,000
Write a recursive formula for an arithmetic sequence whose 4th term is 5 and whose 7th...
Write a recursive formula for an arithmetic sequence whose 4th term is 5 and whose 7th term is -22. a)a↓1=32, a↓n=a↓n-1-9 b)a↓1=32, a↓n=a↓n-1-27 c)a↓1=56, a↓n=a↓n-1-17 d)a↓1=5, a↓n=a↓n-1-22
1) The twelfth term of an arithmetic sequence is 118, and the eighth term is 146....
1) The twelfth term of an arithmetic sequence is 118, and the eighth term is 146. Find the nth term. (3 points) 2) A partial sum of a geometric sequence is given. Find the sum. (3 points) 3) Determine wether the given infinite geometric series is convergent or divergent. If the series is convergent, then find its sum. (4 points) a)   b)
The first difference of a sequence is the arithmetic sequence 1, 3, 5, 7, 9, .......
The first difference of a sequence is the arithmetic sequence 1, 3, 5, 7, 9, .... Find the first six terms of the original sequence in each of the following cases. a. The first term of the original sequence is 2. b. The sum of the first two terms in the original sequence is 9. c. The fifth term in the original sequence is 32.
Differential Equations ?'''' − ?''' − ?'′ − ? ′ − 2? = 8?^5 Find ??...
Differential Equations ?'''' − ?''' − ?'′ − ? ′ − 2? = 8?^5 Find ?? by solving the associated homogeneous equation. a. Find the characteristic polynomial. b. Find the possible rational roots by using the Rational Roots Theorem. c. Find all roots of the characteristic polynomial. d. Find ?? .
Translate the following phrases into algebraic​ expressions: a. The 9th term of an arithmetic sequence whose...
Translate the following phrases into algebraic​ expressions: a. The 9th term of an arithmetic sequence whose first term is 10 and whose difference is d b. 9 less than twice a number c. 9 times the square of a number d. The difference between the cube of a number and twice the number