Circuit Analysis Wk1 Quiz

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MH Wk1 Quiz

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1
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<p>Determine the current flowing through an element if the charge flow is given by the following equation: <em>q</em>(<em>t</em>) = 24sin&nbsp;(120π<em>t</em>) pC</p><p>The current <em>i</em> flowing through the element is ____πcos (120π<em>t</em>) pA.</p>

Determine the current flowing through an element if the charge flow is given by the following equation: q(t) = 24sin (120πt) pC

The current i flowing through the element is ____πcos (120πt) pA.

i = 2880πcos(120πt) pA

<p>i = 2880πcos(120π<em>t</em>) pA</p>
2
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<p><span style="font-size: medium;">The current flowing past a point in a device is shown in the given figure, where A = 16. Calculate the total charge through the point.</span></p><p><span style="font-size: medium;">The total charge through the point is _____ </span><span style="font-size: inherit;">μ</span><span style="font-size: medium;">C.</span></p>

The current flowing past a point in a device is shown in the given figure, where A = 16. Calculate the total charge through the point.

The total charge through the point is _____ μC.

24 μC

<p>24 <span style="font-size: inherit;">μ</span><span style="font-size: medium;">C</span></p>
3
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<p class="note__main clean-word-break"></p><p>The voltage <em>v</em>(<em>t</em>) across a device and the current <em>i</em>(<em>t</em>) through it are <em>v</em>(<em>t</em>) = 28cos(2<em>t</em>) V, and&nbsp;<em>i</em>(<em>t</em>) = 29(1 − e<sup>−0.5</sup><em><sup>t</sup></em>) mA.&nbsp;</p><p>Calculate&nbsp;the power consumed by the device at <em>t</em> = 1 s, in mW.</p>

The voltage v(t) across a device and the current i(t) through it are v(t) = 28cos(2t) V, and i(t) = 29(1 − e−0.5t) mA. 

Calculate the power consumed by the device at t = 1 s, in mW.

-132.96 mW

<p>-132.96 mW</p>
4
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<p>The figure below shows a circuit with five elements. If&nbsp;<em>p<sub>1</sub></em> = –225 W, <em>p<sub>2</sub></em> = 80&nbsp;W, <em>p<sub>4</sub></em> = 65&nbsp;W, and <em>p<sub>5</sub></em> = 50&nbsp;W, calculate the power <em>p<sub>3</sub></em> absorbed by element 3.&nbsp;</p><p>The power <em>p<sub>3</sub></em> absorbed by element 3 is ____W.</p>

The figure below shows a circuit with five elements. If p1 = –225 W, p2 = 80 W, p4 = 65 W, and p5 = 50 W, calculate the power p3 absorbed by element 3. 

The power p3 absorbed by element 3 is ____W.

30 W

<p>30 W</p>
5
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<p><span style="font-size: medium;">A utility company charges 6.2 cents/kWh.&nbsp;If a consumer operates a 60-W light bulb continuously for one day, how much is the consumer charged in cents?</span></p>

A utility company charges 6.2 cents/kWh. If a consumer operates a 60-W light bulb continuously for one day, how much is the consumer charged in cents?

8.928 cents or 8.93 cents

<p>8.928 cents or 8.93 cents</p>
6
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<p><span style="font-size: medium;">Consider the circuit in the given figure. Assume </span><em>R</em><sub>1</sub><span style="font-size: medium;"> = 170 Ω and </span><em>R</em><sub>2</sub><span style="font-size: medium;"> = 340 Ω.</span></p><p>Calculate the current <em>i,</em> in mA, from the given figure when the switch is in position 2.</p>

Consider the circuit in the given figure. Assume R1 = 170 Ω and R2 = 340 Ω.

Calculate the current i, in mA, from the given figure when the switch is in position 2.

78.43 mA

<p>78.43 mA</p>
7
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<p>For the network graph shown in the given figure, find the number of nodes, branches, and independent loops.&nbsp;</p><p>The number of nodes present in the given network graph is ____.</p><p>The number of branches present in the given network graph is ____.</p><p>The number of independent loops present in the given network graph is ____.</p>

For the network graph shown in the given figure, find the number of nodes, branches, and independent loops. 

The number of nodes present in the given network graph is ____.

The number of branches present in the given network graph is ____.

The number of independent loops present in the given network graph is ____.

7, 12, 6

8
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<p><span style="font-size: medium;">Find the resistance across terminals </span><em>a-b</em><span style="font-size: medium;"> (</span><em>R<sub>ab</sub></em><span style="font-size: medium;">) by reducing the circuit to a single resistor. Assume </span><em>R</em><span style="font-size: medium;"> = 40 Ω.</span></p>

Find the resistance across terminals a-b (Rab) by reducing the circuit to a single resistor. Assume R = 40 Ω.

Rab= 21.33 Ω

<p><span style="font-size: medium;">R<sub>ab</sub>= 21.33 Ω</span></p>