Question

In the circuit below: $V_A = 18.00 \text{ Vac}$, $f = 3.183 \text{ kHz}$, $R = 1.400 \text{ k}\Omega$, and $L = 130.0 \text{ mH}$. $V_A$ $f = 3.183 \text{ kHz}$ R L Determine the phase angle when $L$ and $R$ are connected in parallel. (Include a minus sign if required.)

Name: in the circuit below va 1800 text vac f 3183 text khz r 1400 text komega and l 1300 text mh va f 3183 text khz r l determine the phase angle when l and r are connected in parallel include 19218
Uploaded: 2021-09-24T13:20:24-08:00
Duration: 3 min 22 s
Channel: Keshav Singh
Description: in the circuit below va 1800 text vac f 3183 text khz r 1400 text komega and l 1300 text mh va f 3183 text khz r l determine the phase angle when l and r are connected in parallel include 19218

          In the circuit below: $V_A = 18.00 \text{ Vac}$, $f = 3.183 \text{ kHz}$, $R = 1.400 \text{ k}\Omega$, and $L = 130.0 \text{ mH}$.
$V_A$
$f = 3.183 \text{ kHz}$
R
L
Determine the phase angle when $L$ and $R$ are connected in parallel. (Include a minus sign if required.)

in the circuit below va 1800 text vac f 3183 text khz r 1400 text komega and l 1300 text mh va f 3183 text khz r l determine the phase angle when l and r are connected in parallel include 19218

Added by Justin W.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Keshav Singh

09/24/2021

Step 1

$X_L = 2\pi (3.183 \times 10^3 \text{ Hz})(130.0 \times 10^{-3} \text{ H}) = 2.600 \times 10^3 \Omega = 2.600 \text{ k}\Omega$ Show more…

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In the circuit below: $V_A = 18.00 \text{ Vac}$, $f = 3.183 \text{ kHz}$, $R = 1.400 \text{ k}\Omega$, and $L = 130.0 \text{ mH}$. $V_A$ $f = 3.183 \text{ kHz}$ R L Determine the phase angle when $L$ and $R$ are connected in parallel. (Include a minus sign if required.)