1. Determine the Z-Transform of the following signals. а.x(п) — 8(п — 3) — 28(п — 1) + 38(п) b.x(п) —D 0.5 и(п) — 0.Зп и(п) | 2. Determine the inverse Z-Transform of the following signals. 2z 5z а.x(2) — 3 + (z – 2) (z – 0.3) 3z-1 b.x(z) = (6z-2 – 5z-1 + 1) 3. Determine convolution of the signals: а.хк (п) — 46 (п) + 26(п — 2); hx (п) — 36 (п) — 6(п — 3) b.x, (п) — 38(п+ 1) — 6(n - 1) + 46(п — 2); x2(n) = 28(n) + 8 (n +2) – 38(n – 1) + 48(n – 3) | |

1. Determine the Z-Transform of the following signals. а.x(п) — 8(п — 3) — 28(п — 1) + 38(п) b.x(п) —D 0.5 и(п) — 0.Зп и(п) | 2. Determine the inverse Z-Transform of the following signals. 2z 5z а.x(2) — 3 + (z – 2) (z – 0.3) 3z-1 b.x(z) = (6z-2 – 5z-1 + 1) 3. Determine convolution of the signals: а.хк (п) — 46 (п) + 26(п — 2); hx (п) — 36 (п) — 6(п — 3) b.x, (п) — 38(п+ 1) — 6(n - 1) + 46(п — 2); x2(n) = 28(n) + 8 (n +2) – 38(n – 1) + 48(n – 3) | |

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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