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Given the function f(x) = 3(x+2) - 4, solve for the inverse function when x = 2. I need help on this question!! I get really confused when it comes to the inverse of an equation.
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solve 3(x+2)-4 =2, what do you get ? x =??
I keep getting 3x=0. Am I supposed to use the distributive property first?
@Loser66
3(x +2) -4 =2 3(x+2) =6 x+2 = 2 x =0, get this part??
That makes more sense.
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Now, approach the problem on this way: \(f(\color{red}{x}) = a\\f^{-}(a) =\color{red}{x}\) Ok then??
You just tell me whether you got the previous post or not. Your problem is not done yet.
I still don't really get it.
I get that you flip the two. So if x is zero what would the a symbolize?
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