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August 22, 2025, 01:44:35 pm

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Did anyone know that cubics don't have to have stationary points?

No
Yes

Author Topic: Did anyone know that cubics don't have to have stationary points?  (Read 6578 times)  Share 

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BoredSatan

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Re: Did anyone know that cubics don't have to have stationary points?
« Reply #15 on: November 09, 2011, 08:44:46 pm »
+1
I actually didnt know until i was plugging random values for k into my cas..

and i actually misred that question for m.. im lucky i got it right
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acinod

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Re: Did anyone know that cubics don't have to have stationary points?
« Reply #16 on: November 09, 2011, 08:56:21 pm »
+3
Yeah I just learnt that today, with 5 minutes left on the clock.

I was like, hmmm if the discriminant of the derivative was less than zero, what would happen?

*plugged in values into CAS to graph a cubic where discriminant of derivative was less than zero

HOLY FUCK WHAT IS THIS

*found the inverse of that particular cubic and graphed it on the same page as the original cubic

OHHHHHH SHITTTT
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mickeymouse

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Re: Did anyone know that cubics don't have to have stationary points?
« Reply #17 on: November 09, 2011, 10:31:14 pm »
0
Yeah I did. But it's not something that's made obvious, at least, it wasn't taught in my class, I noticed it on my own.
Same, yet I got the question wrong. I drew two diagrams on the left side of the page, one with one sationary point, and one with zero. AND I STILL DIDN'T PUT ZERO DOWN! Stupid exam conditions.

omg same, i was like how? no don't trust it put down 1
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