If `(log)_c 2.(log)_b 625=(log)_(10)16.(log)_c 10\ w h e r e\ c >0; c!=1; b >1; b!=1` determine `b-` a.`\ 25` b. `5` c.`\ 625` d. `16`

(log_(e)2)(log_(x)625)=(log_(10)16)(log_(e)10)

What is the value of P if log_(e)2.log_(p)625=log_(10)16.log_(e)10 ?

if a ,b ,c are in G.P.,then (log)_a 10 ,(log)_b10,(log)_c 10 are in____

if a ,b ,c are in G.P.,then (log)_a 10 ,(log)_b10,(log)_c 10 are in____

If ((log)_a N)/((log)_c N)=((log)_a N-(log)_b N)/((log)_b N-(log)_c N),w h e r eN >0a n dN!=1, a , b , c >0 and not equal to 1, then prove that b^2=a c

If ((log)_a N)/((log)_c N)=((log)_a N-(log)_b N)/((log)_b N-(log)_c N),w h e r eN >0a n dN!=1, a , b , c >0 and not equal to 1, then prove that b^2=a c

If ((log)_a N)/((log)_c N)=((log)_a N-(log)_b N)/((log)_b N-(log)_c N),w h e r eN >0a n dN!=1, a , b , c >0 and not equal to 1, then prove that b^2=a c

The value of (log)_(2)((log)_(5)625) is 2 b.5c.10 d.15

Simplify: 1/(1+(log)_a b c)+1/(1+(log)_b c a)+1/(1+(log)_c a b)

Simplify: 1/(1+(log)_a b c)+1/(1+(log)_b c a)+1/(1+(log)_c a b)