Home
Class 10
MATHS
If log(xyz)x + log(xyz)y + log(xyz)z= l...

If `log_(xyz)x + log_(xyz)y + log_(xyz)z= log_(10)p`, then p = ______.

Promotional Banner

Similar Questions

Explore conceptually related problems

If 1, log_(y) x, log_(z) y , - 15 log_(x) z are in A.P ., then

If x=log_(b)a,y=log_(c)b,z=log_(a)c then xyz=

Given x = log_(10)12, y = log_(4)2 xx log_(10)9 and z = log_(10) 0.4 , find : (i) x - y - z (ii) 13^(x - y - z)

If 1, log_(y)x, log_(z)y,-15 log_(x)z are in A.P. then the correct statement is :

If log_(10)x, log_(10)y, log_(10)z are in AP, then x,y,z are in:

Prove that (v) 1/(log_(xy)(xyz)) + 1/(log_(yz)(xyz)) + 1/(log_(zx)(xyz)) = 2

IF x = log_(2a)a, y = log_(3a) 2a , z = log_(4a)3a , then the value of xyz + 1 is