Solution

Solution

Solution steps
Apply log rules
Both sides are equal
Verify Solutions:
The solution is

Popular Examples

2log_{e}(x+3)=log_{e}(9x+19)log_{3}(x)+log_{x}(3)=-2log_{4}(x+3)=log_{4}(9)log_{2}(x^3)+log_{2}(2)=4log_{5}(4x-3)=1

Frequently Asked Questions (FAQ)

  • What is the answer to 2^{log_{2}(x)}=x ?

    The answer to 2^{log_{2}(x)}=x is x>0

  • Solve for x: 2^{log_{2}(x)}=x

    The solution is x>0