subject
Mathematics, 16.11.2019 00:31 fortwill05

Devin tried to find the derivative of
βˆ’
3
x
βˆ’
11
βˆ’3xβˆ’11minus, 3, x, minus, 11 using basic differentiation rules. here is his work:
d
d
x
(
βˆ’
3
x
βˆ’
11
)
step 1
=
d
d
x
(
βˆ’
3
x
)
βˆ’
d
d
x
(
11
)
step 2
=
d
d
x
(
βˆ’
3
x
)
βˆ’
0
step 3
=
βˆ’
3
d
d
x
(
x
)
step 4
=
βˆ’
3
β‹…
1
step 5
=
βˆ’
3

step 1
step 2
step 3
step 4
step 5






=
dx
d

(βˆ’3xβˆ’11)
=
dx
d

(βˆ’3x)βˆ’
dx
d

(11)
=
dx
d

(βˆ’3x)βˆ’0
=βˆ’3
dx
d

(x)
=βˆ’3β‹…1
=βˆ’3


at which step did devin make a mistake, if at all?

ansver
Answers: 2

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Devin tried to find the derivative of
βˆ’
3
x
βˆ’
11
βˆ’3xβˆ’11minus, 3...
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