Home
Class 12
MATHS
Solve the following equations. (v) x^((...

Solve the following equations.
(v) `x^((log_10x+5)/3)=10^(5+log_10x)`

Promotional Banner

Similar Questions

Explore conceptually related problems

Solve the following equations. x^((log_10x+5)/3)=10^(5+log_10x)

Solve the following equations. x^((log_10x+5)/3)=10^(5+log_10x)

Solve the following equations. x^((log_10x+5)/3)=10^(5+log_10x)

Solve the following equations. (i) x^(1+log_10x)=10x

Solve the following equations. (i) x^(1+log_10x)=10x

Solve the following equations. (i) x^(1+log_10x)=10x

Solve the following equations. (i) x^(1+log_10x)=10x

x^((log_(10)x+5)/(3))=10^(5+log_(10)x)

Solve for x the following equation.x(log10^(x)+5)/(3)=10^(5+log_(10)x)

Solve the following equations. (vii) 4^(log_10x+1)-6^(log_10x)-2.3^(log_10x^2+2)=0