Find derivatives of the function defined as follows. y=e^{-8x}

maduregimc

maduregimc

Answered question

2022-01-14

Find derivatives of the function defined as follows.
y=e8x

Answer & Explanation

usaho4w

usaho4w

Beginner2022-01-15Added 39 answers

Step 1
We have to find derivatives of the function:
y=e8x
We know the formula of derivatives,
dxndx=nxn1
dxdx=1
dexdx=ex
def(x)dx=ef(x)df(x)dx
Step 2
Finding derivatives of the given function with respect to x by applying above formula, we get
dydx=de8xdx
=e8x(d(8x)dx)
=e8x(8dxdx)
=e8x(8×1)
=8e8x
Hence, derivatives of the given function is 8e8x.
reinosodairyshm

reinosodairyshm

Beginner2022-01-19Added 36 answers

y=e8x
dundu=nxn1
def(x)du=ef(x)df(x)du
dydu=de8udu
=e8u(d(8u)du)
=e8u(8dudu)
=e8u(8×1)
=8e8u

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