SOLUTION: Hi, could someone please help me with this problem?
For a given geometric sequence, all of whose terms are positive real numbers,
a_1=2/3 and a_5=1/24. Find a_6.
Algebra.Com
Question 986777: Hi, could someone please help me with this problem?
For a given geometric sequence, all of whose terms are positive real numbers,
a_1=2/3 and a_5=1/24. Find a_6.
Answer by ikleyn(52909) (Show Source): You can put this solution on YOUR website!
.
For a given geometric sequence, whose terms all are positive real numbers,
= and = . Find .
-----------------------------------------------------------------------------
= = : = = .
Hence, = = (Notice that negative q does't fit, because all terms should be positive).
It implies that = . = . = .
Answer. = .
RELATED QUESTIONS
Hi, could someone please help me with this problem?
For a given geometric sequence,... (answered by ikleyn)
Find the general term aVn of a sequence whose first four terms are giving:... (answered by venugopalramana)
I am having trouble with this problem, could you please help me.
3) Use the geometric... (answered by sdmmadam@yahoo.com)
Hi could you please guide me through this? Thank you so much, and for your time!
Given (answered by jim_thompson5910)
Hi there,
I don't get this problem with finding the perfect square trinomial whose... (answered by xcentaur)
If a5= 48 and a17=196608 are he terms of a geometric sequence find a32.. Please help me... (answered by Maths68)
Can someone please help me with this problem:
Find the indicated term of the geometric
(answered by Edwin McCravy)
The linear function is an arithmetic sequence. The exponential function is related to the (answered by venugopalramana)
Hi! Could someone please help me solve this problem and all exponents should be positive.
(answered by checkley71)