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2) Sketch by hand the magnitude and phase of v(t) vs frequency in the frequency domain (See Fig 3.1 in the book for an example of what to sketch, but yours may be more complicated. Convert all to cosines first). a. v(t) = 4+2 cos(5nt + 20°) b. v(t) = 2 cos (47t) + 3 sin(5nt - 30°) + 1 cos (6nt + 45°) + 0.5sin (10nt + 45°)

2) Sketch by hand the magnitude and phase of v(t) vs frequency in the frequency domain (See Fig 3.1 in the book for an example of what to sketch, but yours may be more complicated. Convert all to cosines first). a. v(t) = 4+2 cos(5nt + 20°) b. v(t) = 2 cos (47t) + 3 sin(5nt - 30°) + 1 cos (6nt + 45°) + 0.5sin (10nt + 45°)

Introductory Circuit Analysis (13th Edition)
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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Help!!! Show all the steps of work. Even explain how you compare . Show basic steps on comparing. Good luck
**Exercise 2: Frequency Domain Sketching** **Objective:** Sketch by hand the magnitude and phase of \( v(t) \) vs. frequency in the frequency domain. **Instructions:** Refer to Fig 3.1 in the textbook for an example of what to sketch, though your result might be more complicated. First, convert all components to cosine form. **Given Functions:** a. \( v(t) = 4 + 2 \cos(5\pi t + 20^\circ) \) b. \( v(t) = 2 \cos(4\pi t) + 3 \sin(5\pi t - 30^\circ) + 1 \cos(6\pi t + 45^\circ) + 0.5 \sin(10\pi t + 45^\circ) \)
Transcribed Image Text:**Exercise 2: Frequency Domain Sketching** **Objective:** Sketch by hand the magnitude and phase of \( v(t) \) vs. frequency in the frequency domain. **Instructions:** Refer to Fig 3.1 in the textbook for an example of what to sketch, though your result might be more complicated. First, convert all components to cosine form. **Given Functions:** a. \( v(t) = 4 + 2 \cos(5\pi t + 20^\circ) \) b. \( v(t) = 2 \cos(4\pi t) + 3 \sin(5\pi t - 30^\circ) + 1 \cos(6\pi t + 45^\circ) + 0.5 \sin(10\pi t + 45^\circ) \)
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