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Mathematics 13 Online
OpenStudy (marcelie):

Help please !!! number 8 im confuse if my answer would be x=7 or x= -7 http://prnt.sc/aykey6

OpenStudy (niconiconii):

MEME IT UP INJECT WEED

OpenStudy (marcelie):

heres my work http://prnt.sc/aykfal

OpenStudy (niconiconii):

do you want memes

OpenStudy (marcelie):

no.. quit spamming my post x.x

OpenStudy (niconiconii):

no i come from anitwitter aka the worst place in the world

OpenStudy (marcelie):

please delete your comments you are making unusual comments that arent relevant to my academic question ty.

OpenStudy (niconiconii):

tbh memes are the best drug

OpenStudy (lollylau):

@ganeshie8 @mathmale @Kainui @Preetha

OpenStudy (niconiconii):

@ganeshie8 @mathmale @Kainui @Preetha

OpenStudy (lollylau):

Rolle's theorem asserts that there is one point where the derivative is zero. Does -7 fall into [0, 7 sqrt(3)]?

OpenStudy (marcelie):

no bc it doesn't fit in the interval doesnt have negatives

OpenStudy (raffle_snaffle):

WHich question am I looking at here?

OpenStudy (marcelie):

8.

OpenStudy (marcelie):

@raffle_snaffle

OpenStudy (raffle_snaffle):

reading and thinking. I have never heard of Rolle's Theorem.

OpenStudy (raffle_snaffle):

If anyone else wants to help, by all means please help!

OpenStudy (marcelie):

hmm @ganeshie8

OpenStudy (marcelie):

@Kainui

OpenStudy (raffle_snaffle):

http://tutorial.math.lamar.edu/Classes/CalcI/MeanValueTheorem.aspx Look at example 2

OpenStudy (marcelie):

is that the same thing as rolles theorem ? @raffle_snaffle

OpenStudy (marcelie):

wtf is that nico @_@ quit spamming oml...

OpenStudy (niconiconii):

its anal beads + vibrators

OpenStudy (niconiconii):

~on a quest for an openstudy ban~

OpenStudy (lollylau):

I thought I answered your problem quite some time ago.

OpenStudy (marcelie):

well im still confuse though x.x

OpenStudy (lollylau):

About what are you confused?

OpenStudy (marcelie):

rolles theorem though does the valuesof c have to be equal into the intervals ?

OpenStudy (lollylau):

Rolle's theorem says there is at least one critical point within the interval. At least one critical point within the interval. Within the interval.

OpenStudy (marcelie):

oh okay got it thank you :)

OpenStudy (lollylau):

You're welcome.

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