I need a detailed explantion of the Process and how we arrived at the final equation e(t) = 5√√2cos2 × 106 +2√√Σcos2 × 10³t i(t) = e(t) + 0.5e² (t) = - (5√2cos2 × 10бt + 2√2cos2´ × 10³t) +0.5(5√2cos2π × 10ºt + 2√2cos2π × 10³t)² = 5√√2cos2л * 106t+2√√2cos2π * 10³t + 14.5 +12.5cos4л * 10бt + 2cos4 103 +10 cos 2π(106 + 10³) t + 10 cos 2л(106 + 10³) t
I need a detailed explantion of the Process and how we arrived at the final equation e(t) = 5√√2cos2 × 106 +2√√Σcos2 × 10³t i(t) = e(t) + 0.5e² (t) = - (5√2cos2 × 10бt + 2√2cos2´ × 10³t) +0.5(5√2cos2π × 10ºt + 2√2cos2π × 10³t)² = 5√√2cos2л * 106t+2√√2cos2π * 10³t + 14.5 +12.5cos4л * 10бt + 2cos4 103 +10 cos 2π(106 + 10³) t + 10 cos 2л(106 + 10³) t
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter23: Resistive-inductive-capacitive Series Circuits
Section: Chapter Questions
Problem 6RQ
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