Help Please! Attachment to come...
do you know the product rule?
Do you to simplify your equation ? and i didn't understand what you have to do with \[g(x)\]
I think the quadratic formula has no real roots.
\[f'(x)=(4t+5)\cos t -(4t^2+5t+7)\sin t\] it's not simplify
4t^2+5t+7*cos(t) so product rule says take the derivative of one and leave the other alone and add it to the opposite (8t+5)cosx+(-sinx)4t^2+5t+7
alright! that makes sense...now what about the one with the "e"?
same thing, what do you not understand?
I understand the product rule now, but how do you differentiate the "e"?
derivative of e^x = e^x
it's \[g'(x) = (8t+5)e^t + g(x)\]
nope
realy ?
(4t^2+5t+7)e^x+(8t+5)*e^x
alright! that makes perfect sense! thanks so much for helping me everyone! :D
@PoofyPenguin in the attachment ...are those both seperate questions , or interrelated to each other?
f(t) and g(t)
i'm pretty sure that they're completely separate questions...
thanks. i was not getting taht's why i asked for.
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