SOLUTION: In the geometric progression, (a^2 - a), a(a^2-2a+1), a(a-1)^3,..., the fourth term is?

Algebra.Com
Question 1033757: In the geometric progression, (a^2 - a), a(a^2-2a+1), a(a-1)^3,..., the fourth term is?
Answer by robertb(5830)   (Show Source): You can put this solution on YOUR website!

RELATED QUESTIONS

A geometric progression and an arithmetic progression have the same first term. The... (answered by htmentor)
If the second term is 1/2 and the seventh term of a geometric progression is 1/64 find... (answered by stanbon)
In a geometric progression, the common ratio is -2 and the 8th term is -640. What is the... (answered by srinivas.g)
A sequence of positive integers with a_1 = 1 and a_9 + a_{10} = 646 is formed so that the (answered by greenestamps)
The nth term of a geometric progression is 9(-2/3)^n. Find the first term and the common (answered by ikleyn)
If the first 3 items of a geometric progression are a − 1, a +3, and 3 a +1 for... (answered by MathLover1)
1.[A]the 18th term of an arithmetic progression is 25.find it 1st term if is common is 2? (answered by stanbon)
Hi, im finding difficulty trying to answer these two questions, help would be much... (answered by josgarithmetic)
The numbers 28, x+2, 112 form a geometric progression. What is the 10th... (answered by sudhanshu_kmr)