Logarithmic Inequalities: Solving e^(2-3x)>4

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EL ALEM
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Homework Statement


Solve the inequality:
e^(2-3x)>4


Homework Equations


none



The Attempt at a Solution


would i start of like this?
e^(2-3x)>4
ln(2-3x)>ln4

if so how do i continue?
 
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Forget that, I figured it out. I started it off kinda wrong.
 
yes el alem u r rite ...
 
Well no not exactly. [tex]e^{2-3x}>4[/tex] means [tex]ln(e^{2-3x})>ln(4)[/tex]

So you just need to solve [tex]2-3x>ln(4)[/tex]
 
EL ALEM said:
Forget that, I figured it out. I started it off kinda wrong.

lasner12 said:
no ide bro... sorry
What language is this?