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Mathematics 9 Online
OpenStudy (xaze):

Help me out please? I'll fan and medal :c !!!

OpenStudy (anonymous):

on?

OpenStudy (anonymous):

?

OpenStudy (xaze):

Im supposed to make a roller coaster that can't go through these buildings. There must be three distinct points where the roller coaster crosses the x–axis. These are the points that Im given: 1st point: ___6___ 2nd point:___-2___ 3rd point: ___-7___

OpenStudy (xaze):

And here are the two questions im supposed to answer: Using both fundamental Theorem and Descartes` rule of signs, prove to the construction foreman that your funtion matches your graph. Use complete sentences. Solve for the y–intercept for your function, f(x), and then construct a rough graph of your roller coaster. If your y–intercept is off the graph, give the coordinates of the y–intercept.

OpenStudy (anonymous):

sorry i dont know dis one D: plus some words are covered like this "���������������������������"

OpenStudy (xaze):

@Crystalinq Try refreshing the page? :X

OpenStudy (anonymous):

still same :C sorryy

OpenStudy (xaze):

That's weird. It's not doing that for me >.<

OpenStudy (xaze):

@amistre64 Hello, do you think you can help me out with my problem? >.< We were doing it a few days ago, but i guess you went offline :c

OpenStudy (anonymous):

ask her: @sammixboo She might help u

OpenStudy (xaze):

Ill try her if amistre can't get to me xD I really really need help on this though >.< X.x

OpenStudy (amistre64):

i dont have a reliable internet connection at the moment

OpenStudy (amistre64):

last time we constructed a suitable f(x) and all you really had to do was prove that it conformed to the requirements that were asked for

OpenStudy (xaze):

Yup, I remember! Here it is ^^

OpenStudy (xaze):

Ah, I don't either QQ It does this a lot, when Im on OpenStudy >.<

OpenStudy (xaze):

Yes, but when I put this on a graph, it showed that it did not conform to the requirements.

OpenStudy (amistre64):

|dw:1418669980998:dw|

OpenStudy (amistre64):

it works, its just that your scale is not allowing you to see it all we can reduce its overall height by dividing it by some factor, say 2 or 3?

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