If loglog(3x
2) and log(3x+4) are in arithmetic progression, then x is equal to
(a)
8/3
(b)
log 38
(c)
log 23
(d)
8
If loglog(3x2) and log(3x+4) are in arithmetic progression, then x is equal to
(a)
8/3
(b)
log 38
(c)
log 23
(d)
8
Question ID - 55330 | SaraNextGen Top Answer
If loglog(3x2) and log(3x+4) are in arithmetic progression, then x is equal to
(a)
8/3
(b)
log 38
(c)
log 23
(d)
8
|
If loglog(3x |
|||||||
|
(a) |
8/3 |
(b) |
log 38 |
(c) |
log 23 |
(d) |
8 |
1 Answer
127 votes
Answer Key / Explanation : (c) -
In arithmetic progression common ratio are equal to 
=
127 votes
Answer Link
127