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Question 2 Apply the linearity to find the transformation a) f(1)-1+r b)/(0)-2- <)(1)-2- (1)-sin-cont D(0)-2sinh(3)-4c0(21) (1)-(+1)

Question 2 Apply the linearity to find the transformation a) f(1)-1+r b)/(0)-2- <)(1)-2- (1)-sin-cont D(0)-2sinh(3)-4c0(21) (1)-(+1)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.10: Partial Fractions
Problem 17E
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Question 2 Apply the linearity to find the transformation. b) (1)=2-1 c)(1)-20 d) (1)-1²-20¹ e) f(t)=e+3 1)/(r)-sin/+cosh g)/(r)=2 sinh (3r)-4008 (21) h) (0)-(-1) 1) (1) (+1) Question 3 Apply the first translation(shift) properties to find the transformation a) f(t)- b) f(t)=re <)/(r)-20e d) f(t)=sint e) f(t)-esinh (31) 1) ()-ecosh (2) 2) f(t)=e* cos(41) Question 4 Find F(s) by applying the properties of Laplace transform. *) £2e +1²) b) L(3-4 sin (2) c) Le cos(1)+20 cos(4) d) Lesinh(3)-3'e}
Transcribed Image Text:Question 2 Apply the linearity to find the transformation. b) (1)=2-1 c)(1)-20 d) (1)-1²-20¹ e) f(t)=e+3 1)/(r)-sin/+cosh g)/(r)=2 sinh (3r)-4008 (21) h) (0)-(-1) 1) (1) (+1) Question 3 Apply the first translation(shift) properties to find the transformation a) f(t)- b) f(t)=re <)/(r)-20e d) f(t)=sint e) f(t)-esinh (31) 1) ()-ecosh (2) 2) f(t)=e* cos(41) Question 4 Find F(s) by applying the properties of Laplace transform. *) £2e +1²) b) L(3-4 sin (2) c) Le cos(1)+20 cos(4) d) Lesinh(3)-3'e}
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