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10 questions from this quiz
Its derivative equals itself
20e4x−320e^{4x-3}20e4x−3
When exponent is more complex than linear
−2xe1−x2-2xe^{1-x^2}−2xe1−x2
ddxeu=eududx\frac{d}{dx}e^u = e^u\frac{du}{dx}dxdeu=eudxdu
x2ex(3+x)x^2e^x(3 + x)x2ex(3+x)
It simplifies solving dydx=0\frac{dy}{dx} = 0dxdy=0
e5x(5x−1)x2\frac{e^{5x}(5x - 1)}{x^2}x2e5x(5x−1)
The numerator only
x=−15x = -\frac{1}{5}x=−51
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