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i thought that would be what the graph would look like

My turn... What are the zeros of x^3-4x+1?

i understand it i just don't write get how im suppose to graph that :(

can you draw that out please,because what the graph is suppose to look like is were im lost

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lol sorry this is my first time, I didn't see the draw function.

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Look at that... straight lines lol. I should have used those

lol!

lolololol!

thats funny lol but thanks it really helped!! :P :D

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@ovenmitt12 thanks so much !

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@ovenmitt12 can you help me with another question please?

Only if you answer mine lol

@ovenmitt12 what would that be?

NOOO MEDALLLLLLLLL I WILLLL CRYYYYYYYYYYY

I JUST REMEMBERED U CANT GIVE ME A MEDAL LMFAO ITS OK

Ephilo ask me

i mean ask us! :)

lol okay i have 5 more that i dont understand out of 15 questions i guess thats good :/

@ovenmitt12 whats that for? is that your question ?

find the absolute extrema and the x-value where they occur on the given interval f(x)x^3-12x [0,4]

is that f(x) = x^3-12x

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absolute extrema is 16 and the x value is x =4

@SandeepReddy wow that was fast im still trying to understand the question :(

Ephilo do u want me to explain?

please.. @SandeepReddy

yeah wait

two absolute extrema's one minimum and one maximum

Coming to the clarification part

yes that was my question... lol I know, delayed right

Which ever gives you the highest and lowest values are your extremas.

@ovenmitt12 and @SandeepReddy thanks guys ! :D

Its OKay

ask me!

ask me no problem!

okay if you say so @SandeepReddy
find any critical numbers of f(x)=4x/x^2+1

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x = +1 or -1

@SandeepReddy yes, i was just reading over it.

Okay!

lol @SandeepReddy you tired yet?

Nope !

Until I get the medal LOL

I wont get tired hahahahah

ohhh you want a medal lol okay !!@SandeepReddy

hey i m kidding~

u have any question?

lol yeah sadly, im so sleepy tho.sigh but this is due at 9 so id better get it done

a)
6x2 = 12x
6x2-12x = 6x(x-2) =0 => x=0 and x = 2 are critical points

b) its -12x+12

plug the values of crtical points we got in a) and check whether they produce minima or maxima

@SandeepReddy okay i understand that one

hmm good!

yes 2 freaking more !!

shoot

lol what ?

ask!

okay okay lol

apply the mean value theorem to f on [0,1] to find all values of c such that

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Hey ask that last question. i have to go

@SandeepReddy some ones already answering it , thanks for your help though i really appreciate it :)

Your Welcome and im leaving, have a good day, good luck with studies!!