PLS HELPLPPPLPLLLPPL Let f(x)=1/2x^2+4. The function g(x) is a vertical stretch of f(x) by a factor of 4. What is the equation of g(x)? Enter your answer in the box. g(x) =
In other words, g(x) = 4f(x).
write it in like that? 4f(x)
No, you have to multiply the expression for f(x) by 4.
so.. what is it lol
You tell me ... after multiplying the expression for f(x) by 4.
smh.
What's the matter. Don't feel like doing the work?
pretty much x'D
fine do you have the answer?
Well, if you don't feel like doing it, then neither do I.
i'll do it if you're sure you know it
I know it.
okay one sec lemme solve it
i got x^2+32/2 ..
If you apply 4f(x), please show me your setup for that.
oml.
hold up i did it once more to double check and i got 2x^2+4
@plshelpmeoml can you please show me your setup for 4f(x)?
can you pls tell me if it's correct first? @Hero
Put it this way. If you graph both and look at the y value of the vertex for each, the value of g(x) should be 4 times that of f(x).
:/ yo why is this one question taking forever???!?!? jeezuz
hey if you ain't gon give it to me straight up then i'll ask someone else.
I AM helping. I just gave you the biggest hint of all.
i just want the answer not help
We don't give just answers here. If you want that, go to JustAnswers site.
aha funny.
Maybe this will help, but next time, be more willing to participate because I'm not going to help you like this anymore. https://www.desmos.com/calculator/tenqf4aien
so it's 2x^2+16
@Hero
Yes
ok thanks
By the way, check out this: You can actually type 4f(x) and it superimposes over g(x) to confirm the same graph: https://www.desmos.com/calculator/xtgxiz7bm3
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