Logarithmic Quadratic Equation

[Virgin Vanilla]

Can someone please show and explain me the steps to solve above question?

 

[Steven G]

Nope, no one here will explain the solution to you--sorry.

This forum is a math help site, not a homework service site.

We expect you to solve this problem with hints from forum helpers.

Can you write the left hand side of the equation using just one log? Remember that log(A) + log(B) - log(C) = log(AB/C)

 

[Prove It]

Start by working out what the domain of each logarithm is, so that when you do actually solve the equation, you'll know which solutions are acceptable...

 

[jonah2.0]

Beer soaked ramblings follow.

View attachment 26251

Can someone please show and explain me the steps to solve above question?

With these days wonderful graphing technologies, I would recommend that you graph the left side first to get a glimpse if your equation really has a solution.

 

[Virgin Vanilla]

Nope, no one here will explain the solution to you--sorry.

This forum is a math help site, not a homework service site.

We expect you to solve this problem with hints from forum helpers.

Can you write the left hand side of the equation using just one log? Remember that log(A) + log(B) - log(C) = log(AB/C)

 

[Steven G]

Now what?

 

[Deleted member 4993]

View attachment 26263

\(\displaystyle log_4\left[ \frac{4x^2}{x-1}\right] \ = \ 0 \)

\(\displaystyle log_4\left[ \frac{4x^2}{x-1}\right] \ = \ log_4 (1) \)

continue......

 

[Virgin Vanilla]

\(\displaystyle log_4\left[ \frac{4x^2}{x-1}\right] \ = \ 0 \)

\(\displaystyle log_4\left[ \frac{4x^2}{x-1}\right] \ = \ log_4 (1) \)

continue......

Could you please tell me the Latex editor you are using?

 

[Virgin Vanilla]

@Jomo @Prove It @jonah2.0 @Subhotosh Khan Thank you all for your help. ?