Question

Which ONE of the following rules of differentiation is NOT correct? Select one: O a. If f(2)=zm, then f'(z) = mz^(−1) ○ b. If ƒ(z) = a + bz^(2), then ƒ'(z) = a + 2bmz^(1) O c. If f(z) = g(z) + h(z), then f'(z) = g'(z) + h'(z). O d. If f(z) = a, then ƒ'(z) = 0.

Name: which one of the following rules of differentiation is not correct select one o a if f2zm then fz mz1 b if z a bz2 then z a 2bmz1 o c if fz gz hz then fz gz hz o d if fz a then z 0 50165
Uploaded: 2021-09-12T13:49:17-08:00
Duration: 2 min 36 s
Channel: Aman Gupta
Description: which one of the following rules of differentiation is not correct select one o a if f2zm then fz mz1 b if z a bz2 then z a 2bmz1 o c if fz gz hz then fz gz hz o d if fz a then z 0 50165

          Which ONE of the following rules of differentiation is NOT correct?
Select one:
O a. If f(2)=zm, then f'(z) = mz^(−1)
○ b. If ƒ(z) = a + bz^(2), then ƒ'(z) = a + 2bmz^(1)
O c. If f(z) = g(z) + h(z), then f'(z) = g'(z) + h'(z).
O d. If f(z) = a, then ƒ'(z) = 0.

Added by Timothy L.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Aman Gupta

09/12/2021

Step 1

The rules of differentiation are as follows: a. If f(z) = a, where a is a constant, then f'(z) = 0. b. If f(z) = z^n, where n is a constant, then f'(z) = nz^(n-1). c. If f(z) = g(z) + h(z), then f'(z) = g'(z) + h'(z). d. If f(z) = a*g(z), where a is a constant and Show more…

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Which ONE of the following rules of differentiation is NOT correct? Select one: O a. If f(2)=zm, then f'(z) = mz^(−1) ○ b. If ƒ(z) = a + bz^(2), then ƒ'(z) = a + 2bmz^(1) O c. If f(z) = g(z) + h(z), then f'(z) = g'(z) + h'(z). O d. If f(z) = a, then ƒ'(z) = 0.