Problem 2 a. If y(t) = x₁(1) * x₂(t) = e^(1+3)u(t+3), find z(t) = x₁(t+4)* x₂(t−5). b. If x₁(1) = 8e²¹u(-1) and x₂(1)=0.258(1-4), find y(t)=x,(t)* x₂(t). If x₁(1) = 4e²u(t) and x₂ (1)= u(1), find y(t) = x₁(1) * x₂ (1) C.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
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Problem 2
a. If y(t) = x₁(1) * x₂ (t)= e(+3)u(t+3), find z(t) = x₁(1+4)*x₂(t-5).
b. If x₁ (1) = 8e²¹u(-1) and x₂(t)=0.258(1-4), find y(t)=x (t)* x₂(t).
c. If x₁(t) = 4e-2¹u(t) and x₂ (1)= u(1), find y(t) = x₁(1) * x₂ (1)
Transcribed Image Text:Problem 2 a. If y(t) = x₁(1) * x₂ (t)= e(+3)u(t+3), find z(t) = x₁(1+4)*x₂(t-5). b. If x₁ (1) = 8e²¹u(-1) and x₂(t)=0.258(1-4), find y(t)=x (t)* x₂(t). c. If x₁(t) = 4e-2¹u(t) and x₂ (1)= u(1), find y(t) = x₁(1) * x₂ (1)
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