Questions LLC
Login
or
Sign Up
Ask a New Question
Mathematics
Sequences and Series
Geometric Progressions
The third term of a gp is 9 and the fifth term is 16 find the 4th term
1 answer
r^2 = 16/9
r = ±4/3
9 * ±4/3 = ±12
You can
ask a new question
or
answer this question
.
Related Questions
The fifth term of an exponential sequence is 4375 and the second term is 35. Find a) the third term. b) the sixth term. c)sum of
THE 14TH TERM OF AP IS 96 WHILE THE 25TH TERM IS 173 FIND THE
A.19TH TERM B.SUM OF 13TH AND 56TH TERM
The sixth term of GP is 16 and the third term is 2.Find the first term and common ratio. 6th term =16 3rd term=2 So ar^5=16 and
Find a formula for the nth term if...
a)the 8th term is 8 and the 20th term is 44 b) the 8th term is 4 and the 18th term is -96
The sixth term of an A.P. is 5 times the first term and the eleventh term exceeds twice the fifth term by 3 . Find the 8th term
The first term of the sequence is -168 and every term after the first term is 8 more than the term immediately proceeding it.
The first term and last term of an arithmetic progression are -3 and 145 respectively .if the common difference is 4.(a) find
If the 16th term of an arithmetic sequence is three times the fourth term, find the ratio of the 23rd term to the third term.
The 5th term of a G.P is greater than the fourth term by 131/2 and the fourth term is greater than the third term by 9 find
Commo
The 5th term of the expontential sequence is 4375 and 2nd term is 35,
(a) Find the 6th term (b) Sum of the five term
