Help Please number 5 http://prnt.sc/ay5iv3
First, are you allowed a calculator on this section?
yo wassup
yes
Do you know what local/absolute mins and maxs are?
yes i think so
Okay, here is a picture of the graph of a function. At what point (x-value) do you think a local/absolute min/max occurs?
abs max is the highest value n abs min is lowest value local min is like somewhat next to abs min local max is like next to abs min ?
quit spamming king T_T
come back @xGuardians
is my work correct ?
Yes, all the values you inputted are correct.
oh okay but where i wrote.. do i plugin to original or to derivative equation ?
Plug in x values into the original to find y values.
oh okay i got my answers with two same ys
Therefore, the answer should be f(3) is the absolute minimum.
f(4) is an absolute maximum.
f(2) is a local maximum.
does it matter if theres two same y's with the same value ?
What do you mean?
this is what i got when i plugged in the original to my calculator http://prnt.sc/ayje1f
You don't have to worry about 1 and 4, since the question is only asking between the interval of [2,4].
ohhh but would it be wrong if i plugg them in ?
Not necessarily, but it can lead you to overthink things like you are now :P
Are you in AP calculus as well?
lol. ohh i seee oh im in calculus 1
but is there a way i can tell right away itll be my abs max?
If you graph it, yes. Since at f(3), it has the lowest y-value. If no graphing calculator, do exactly what you had done on paper, then check the endpoints and any critical values.
so my endpoints are 2 and 4 ?
okay for abs max which i had f(1) and f(4) do i pick which one will be it ?
You can only consider values between [2,4] as stated in the original question you gave me. You should not even be considering f(1) since it is not in the domain. Therefore, it has to be f(4).
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