Find f(g(-2) if f(x)=x^2 -5 and g(x) =3x^2+1
compute first \(g(-2)\). this a value \(a\). then compute \(f(a)\). that's all.
I got 164
it's correct.
I have more problems if you could help
ok
Ill upload a photo of the questions, their all mutiple choice too
im ready… (but you are the one who computes ;))
These are the ones I need help with
choose a question for which you'd like some explanation, say what you did about it so I can adapt the answer
Lets start from the top
For this I got f(x)-2x-4
for the first question I recommend you write \(y=2x-4\) and try to transform this to obtain an equation of the form \(x = ...\). that will give you the expression of \(f^{-1}\). if you did not have an answer yet, do that and then say what you got.
Were just supposed to find the inverse
Not solve
what's your answer? try to write the steps too.
it was C
look at the photo
it's not C. you need to remember what is \(f^{-1}\). given a function \(f\) that sends x's and y's, the function \(f^{-1}\) is the function that finds which x is associated with which x. So you must "invert" the function. That means, from an equation of the form "y = stuff with x" you need to get an equation of the form "x = stuff with y". this expression is actually \(f^{-1}(y)\).
typo: which x is associated with which y.
y = 2x - 4 is the starting point. the next step to the equation "x = ..." is the equation: y + 4 = 2x. ok? continue this job and give the answer
ok
I got A
hmm. what is the step after "y+4 = 2x" ?
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