Solution

Solution

+1
Decimal Notation
Solution steps
Apply log rules
Solve
Verify Solutions:True
The solution is

Popular Examples

(log_{10}(2x^2+1))/(log_{10)(x+1)}=240=20*log_{10}(x/(0.0002))log_{4}(x)(x-2)=log_{2}(x)log_{10}(c)=0log_{3}(x+2)+log_{3}(x+1)=log_{3}(x^2+1)

Frequently Asked Questions (FAQ)

  • What is the answer to ln((2x+3)^3)=1 ?

    The answer to ln((2x+3)^3)=1 is x=(\sqrt[3]{e}-3)/2

  • Solve for x: ln((2x+3)^3)=1

    The solution is x=(\sqrt[3]{e}-3)/2