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

Verified by Experts

The correct Answer is:

`{10^-5,10^3}`

Similar Questions

Explore conceptually related problems

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

Solve the following equations. t/5=10

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

Solve the following inequation . (xv) x^((log_10x)^2-3log_10x+1)gt1000

Solve the following equations. (ix) x^(log_2x+4)=32

Solve the following equation. log_2(9+2^x)=3

Solve the following equations. (viii) (log_10(x-3))/log_(10)(x^2-21)=1/2

Solve the following equations. (iii) 2.x^(log_(4)3)+3^(log_4x)=27

Solve the following inequation . (xvii) log_2(9-2^x)le10^(log_10(3-x))

Solve the following equations. (x) log_ax=x , where a=x^(log_ax)