I don't understand the explanation I'm given. Can someone help me for a medal?
I'll post it in just a second
How did they get from 1. to 2. ? I get a different derivative when I solve it out
@superman38 do you understand this
uh naq just lookin at it
I just need the first derivative. Everything else, I can probably do on my own.
It obviously provides it, but I'm curious to know how that got that as their answer.
so do you know what the 2nd derivative test is...?
ok.. so if \[g(x) = 2x^2(1 - x^2)\] if you distribute it can be written as \[g(x) = 2x^2 - 2x^4\] now take the derivative \[g'(x) = 4x - 8x^3\] so in factoring this 4x has been taken out as the common factor \[g'(x) = -4x(-1 + 2x^2)~~~~~or~~~~~~g'(x) = -4x(2x^2 - 1)\]
OH! Factoring! I kept getting 4x - 8x^3 and couldn't figure out what to do next. Thank you. It makes sense now.
(by the way, I wasn't watching my computer, so that's why I didn't respond when you originally posted. sorry about that)
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