Question

In an RLC circuit, L = 0.1 H; R = 0.6 ?; C = 0.4 F, and E(t) = 60 V. Find the charge at time t. Assume the initial charge on the capacitor is 0 C and the initial current is 7.5 A. A q(t) = -16.125e^-3x sin(4x) - 24e^-3x cos(4x) B q(t) = -16.125e^-3x sin(4x) - 24e^-3x cos(4x) + 24 C q(t) = e^-3x sin(4x) - 24e^-3x cos(4x) + 24 D q(t) = e^3x sin(4x) - 24e^3x cos(4x) + 24

          In an RLC circuit, L = 0.1 H; R = 0.6 ?; C = 0.4 F, and E(t) = 60 V. Find the charge at time t. Assume the initial charge on the capacitor is 0 C and the initial current is 7.5 A.

A q(t) = -16.125e^-3x sin(4x) - 24e^-3x cos(4x)
B q(t) = -16.125e^-3x sin(4x) - 24e^-3x cos(4x) + 24
C q(t) = e^-3x sin(4x) - 24e^-3x cos(4x) + 24
D q(t) = e^3x sin(4x) - 24e^3x cos(4x) + 24

In an RLC circuit, L = 0.1 H; R = 0.6 ?; C = 0.4 F, and E(t) = 60 V. Find the charge at time t. Assume the initial charge on the capacitor is 0 C and the initial current is 7.5 A.

A q(t) = -16.125e^-3x sin(4x) - 24e^-3x cos(4x)
B q(t) = -16.125e^-3x sin(4x) - 24e^-3x cos(4x) + 24
C q(t) = e^-3x sin(4x) - 24e^-3x cos(4x) + 24
D q(t) = e^3x sin(4x) - 24e^3x cos(4x) + 24

Added by Carl M.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Sri K

06/17/2023

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In an RLC circuit, L = 0.1 H, R = 0.6 Ω, C = 0.4 F, and E(t) = 60 V. Find the charge at time t. Assume the initial charge on the capacitor is 0 C and the initial current is 7.5 A. q(t) = 16.125e^(3t)sin(4t) + 24e^(3t)cos(4t)