Home
Class 9
MATHS
When a gt 1 and m gt n, then which is g...

When ` a gt 1 and m gt n`, then which is greater , `log_(a)m (or) log_(a)n` ?

Promotional Banner

Similar Questions

Explore conceptually related problems

if a gt and m gt n then which is greater , log_(a)m (or) log_(a)n ?

If x gt 1 , y gt 1 , z gt 1 are in G.P. , then log_(ex)e , log_(ey)e , log_(ez)e are in

If x gt 1 , y gt 1 , z gt 1 are in G.P. , then log_(ex)e , log_(ey)e , log_(ez)e are in

If x gt 1 , y gt 1 , z gt 1 are in G.P. , then log_(ex)e , log_(ey)e , log_(ez)e are in

If x gt 1 , y gt 1 , z gt 1 are in G.P. , then log_(ex)e , log_(ey)e , log_(ez)e are in

If a gt 0, c gt 0 , " b " = sqrt(ac) and " ac " ne 1 , N gt 0 , then (log_(a) N - log_(b) N)/(log_(b) N - log_(c) N) =

Suppose a,b,c gt 1 and n in N, n ge 2 . If log_(a)(n),log_(b)(n),log_(c )(n) are in A.P., then log_(a)b+log_(c )b =

If a gt 0, b gt 0 , c gt 0 are in G.P. , then : log_(a) x , log_(b) x, log_(c ) x are in :

If a_(n) gt a_(n-1) gt …. gt a_(2) gt a_(1) gt 1 , then the value of "log"_(a_(1))"log"_(a_(2)) "log"_(a_(3))…."log"_(a_(n)) is equal to

If a_(n) gt a_(n-1) gt …. gt a_(2) gt a_(1) gt 1 , then the value of "log"_(a_(1))"log"_(a_(2)) "log"_(a_(3))…."log"_(a_(n)) is equal to