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derivative
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\[\frac{ d }{ dx } 3e^{x+1} \implies 3e^{x+1}\]
and the other one is the same too right?
Nope...is there a x term? :P
nope
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What can we say then? ^.^
|dw:1416634168843:dw| this or no?
Nope, you have the remember it's a constant, it's like saying pi^2 which is still a constant.
ok what do i do?
What's a derivative of a constant?
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0?
Bingo
Now you have the derivative of f(x), now just plug in 0 for the derivative and see what you get.
oh ok then i just solve the other side
i got 8.1548
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Yes, that's right, or 3e.
thank you very much :)
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