1.13 Evaluate the following integrals:t(a) | u(2) dn14(b) |r(t–1)dt4(c) | (1 -6)*8(1 – 2)dt4(d) | 21°8(t – 4) dt-4

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Answered: 1.13 Evaluate the following integrals:…

1.13 Evaluate the following integrals: (a) [u(a) r. 1 4 (b) r(t– 1)dt 4 ( Ja- (t -6) 8(t – 2) dt 4 (d) | 2r°5(1 – 4) dt -4

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

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Question

1.13 Evaluate the following integrals:
t
(a) | u(2) dn
1
4
(b) |r(t–1)dt
4
(c) | (1 -6)*8(1 – 2)dt
4
(d) | 21°8(t – 4) dt
-4

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2. Let f(t) = (u(t – 6) - u(t – 15))(t – 12)/6- (u(t – 15) – u(t – 24))(t – 24)/18, teR. %3D Plot f(t), f(-t), f(t+6), f(3t), f(t/2). 3. Find and sketch the derivative of f(t) = -(u(t + 4) – u(t))t + (u(t) – u(t – 2))t. 4. Find and sketch f(s)ds, t e R, where f(s) = u(s) – 2u(s – 1) + u(s – 3) + 8(s – 3) %3D and d is the Dirac impulse (delta) function. 5. Find and sketch the odd and even components of the following functions r(t) = sin(wot)u(t) y(t) = cos(wot) for t eR and real wo >0.
I need answer ASAP. Thank youu!!
1) For each of the following sequences sketch the pole-zero pattern of their z transform. Include an indication of the ROC. (a)8(n) + (1/2)"u(n) (b) (1/3)-"u(n) (c) (1/2)n (d) cos(Tn)u(n)
Question3: Fill the following blanks 1. Z-Transform for x(n) = 4(0.8)" cos(0.1nn)u(n) is 2. Sketch the pole-zero for the 1+z-1 - 2z-2 X(z): 13 1- z-1+z-2 3. A discrete time signal x(n) is shown in figure below x(n)t -2 -1 o 1 2 3 4 Sketch the signal x(n)u(2 – n) 4. The Inverse Z-Transform for X(z) = is (z + 0. 2)(z2 – z + 0.5) 1/2
Regarding the continuous-time signal x (t) given below,a) Write this signal in terms of unit step function.b) Draw the signal ? (4 −3? / 2) step by step.c) Find and draw the even and odd components of this signal.
6- Determine z- transform of the following signals (a) x(n) = u(n) + 2"u(n) - 3"u(n) (b) x(n) = u(n) + 2¹u(n) — 3¹u(−n − 1) (c) x(n) = u(n) + 2¹u(−n − 1) – 3"u(-n − 1) (d) x(n) = u(n − 1) + 2"u(n − 1) — 3¹u(−n − 1) - - (e) x(n) = u(n − 1) + 2¹u(n) — 3¹u(−n − 1) (f) x(n) = u(-n-1) + 2"u(-n-1) - 3"u(n)
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Please answer all subpart I will like it please ASAP for like this..
Second order circuit. Do not use Laplace Transform
u(t)*u(t) = t u(t). What is u(t-2)*u(t)? %3D O tu(t) O (t-2)u(t) O tu(t-2) O (t-2)u(t-2)
Without finding the inverse z-transform, identify which of the z-transforms could be the transform of a causal signal? Clearly state your reason for your answer: (1-z-1)2 (1–0.5z-1) (z-1)² (z-0.5)2 (z-0.25)® (z-0.5)5 (a) (b) (c) (d) (z–0.25)5 (z-0.5)6 need help to knowing which one can be transform of a causal signal.thanks
i need the answer quickly