2.Consider the sampling expansion, u(t) = Σk u(kT)sinc († — k), of u(t) (Figure 1).u(t)11/23Figure 1: u(t).(a) Write u(t) = Σk u(kT)sinc († — k) for T = 1.(b) _Find u5(t) = Σ%-o u(kT)sinc († − k) for T = 1.-k=0(c) Compute the energy of the reconstruction error, e(t) = u(t) — u5(t).

2. Consider the sampling expansion, u(t) = Σk u(kT)sinc ( – k), of u(t) (Figure 1). u(t) 1 1/2 3 O 6 t Figure 1: u(t). (a) Write u(t)= Σku(kT)sinc ( + − k) for T = 1. (b) Find u5(t) = Σ½–0 u(kT)sinc († – k) for T = 1. k=0 (c) Compute the energy of the reconstruction error, e(t) = u(t) — u5(t).

2. Consider the sampling expansion, u(t) = Σk u(kT)sinc ( – k), of u(t) (Figure 1). u(t) 1 1/2 3 O 6 t Figure 1: u(t). (a) Write u(t)= Σku(kT)sinc ( + − k) for T = 1. (b) Find u5(t) = Σ½–0 u(kT)sinc († – k) for T = 1. k=0 (c) Compute the energy of the reconstruction error, e(t) = u(t) — u5(t).

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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