3) Find the derivative f(z) = 100 a) f(z) = 400z(z²-1) (2²+1) 100 99 b) f(z)= c) f(z) = d) f(z) = e) NOTA 400z(z²-1) (2²+1) 100 400z(z²-1) (2²+1)10 101 99 400z(z²-1) ⁹ (z²+1) 10 100 100
3) Find the derivative f(z) = 100 a) f(z) = 400z(z²-1) (2²+1) 100 99 b) f(z)= c) f(z) = d) f(z) = e) NOTA 400z(z²-1) (2²+1) 100 400z(z²-1) (2²+1)10 101 99 400z(z²-1) ⁹ (z²+1) 10 100 100
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter58: Achievement Review—section Five
Section: Chapter Questions
Problem 30AR: Determine dimension x to 3 decimal places.
Related questions
Question
![2) Find where tan'z = Log is analytic
a) C\{Re(z)=0, Im(z) (-00,1]}
b) C\{Re(z)=0, Im(z) (-00o,1] U (1,00)}
c) C\{Re(z)=0, Im(z) (-00,1))
d) C\{Re(z)=0, Im(z) (-00,2]}
e) NOTA
3) Find the derivative f(z) = (
a) f(z) =
400z(z²-1) 100
(z²+1)
100
99
400z(z²-1)⁹⁹
(z²+1)
100
100
400z(z²-1)
(2²+1)
101
400z(z²-1)
(z²+1) 10
b) f(z) =
c) f(z) =
d) f(z) =
e) NOTA
99
100](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fad237327-0fb8-4f81-abce-30b75f245242%2F9bb30913-ded1-4c41-8be8-81f02bf74202%2Fv2vs0s_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2) Find where tan'z = Log is analytic
a) C\{Re(z)=0, Im(z) (-00,1]}
b) C\{Re(z)=0, Im(z) (-00o,1] U (1,00)}
c) C\{Re(z)=0, Im(z) (-00,1))
d) C\{Re(z)=0, Im(z) (-00,2]}
e) NOTA
3) Find the derivative f(z) = (
a) f(z) =
400z(z²-1) 100
(z²+1)
100
99
400z(z²-1)⁹⁹
(z²+1)
100
100
400z(z²-1)
(2²+1)
101
400z(z²-1)
(z²+1) 10
b) f(z) =
c) f(z) =
d) f(z) =
e) NOTA
99
100
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