Let f(x) = -2x - 7 and g(x) = -4x + 3. Find (f ° g)(-5) A. 23 B. –53 C. –9 D. 3
Multiply the two functions and replace x with -5 in the result
how u do that
The functions are binomials. Do you know how to multiply binomials?
subtract four from both side
(a+b)(c+d)=ac+ad+bc+bd
ok i have no idea what ur talking bout thxs for the help though
f(x) times g(x)= (-2x-7) times (-4x+3)
And I have no idea what you are talking about when your problem asks you to multiply 2 things and you start talking about subtracting 4 from both sides.
f(x)*g(x)=(-2x-7)(-4x+3)
would that turn into 8x-6x+28x-21
-2x(-4x)=8x^2
so then it will be 8x^2-6x+28x-21. so would i sub all the x's with -5
Combine -6x +28x = 22x
Now replace all the x's with -5
so it would be 8x^2+22x-21 so then it will be 200-110-21. so wouldnt u square the x -5*-5 =25*8=200 then 28*-5=110 then -21
yes
\[8(-5)^2+22(-5)-21=200-110-21=90-21=69\]
ok but 69 is not one of my chosies
Then you might have copied something wrong. Double check.
That is f times g, isn't it?
Or is it f composite g?
If it is f composite g it would be easiest to find g(-5) and substitute that answer into f.
g(-5)=-4(-5)+3=23 f(23)=-2(23)-7=-46-7=-53
well ima try that and see if i get it right thank you for all your help i wrote it just the way i got it
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