#yeah bro the fuck is this

21 messages · Page 1 of 1 (latest)

slate needle
atomic hearthBOT
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lilac orbit
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red - f'''(x)
green-f''(x)
blue-f'(x)
orange-f(x)

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I used picture ai for this lol

unborn path
lilac orbit
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don't know if answer is right it might be wrong

unborn path
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Means i am more intelligent than AI

lilac orbit
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yeah I thought so haha

unborn path
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💀💀

lilac orbit
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sometimes ai sucks

tepid galleon
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it’s derivative then has to be at y=0

vast pollen
# lilac orbit red - f'''(x) green-f''(x) blue-f'(x) orange-f(x)
  1. If you can see, whenever the green line is below 0, the orange line is descending, and whenever the green one is over 0, the orange one is ascending.
  2. Also, whenever the blue line is below 0, the green one is descending (Same approach for over 0)
  3. Finally, whenever the red line is below 0, the blue one is descending (Same approach for over 0)
  • The turning points were mentioned previously, this is the idea.
  • when the derivative of a function is below 0, the function itself will decrease.
  • when the derivative of a function is over 0, the function itself will increase.
  • when the derivative of a function is equal to 0, the function stays in place.

So, by putting everything in place from 1. 2. and 3, we draw the conclusion:

  • from 1. -> green line is the derivative of orange line
  • from 2. -> blue line is the derivative of green line
  • from 3. -> red line is the derivative of blue one

And if orange is f(x) or f -> green is f' -> blue is f'' -> red is f'''

P.S When I talk about lines, I mean the graph representation of functions.

If you have any question, feel free to ask

unborn path
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For op

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a is behaving like x²
b is having like x³
c is behaving like x⁴-k
d is behaving like x⁵- kx

unborn path
unborn path
unborn path