Academic Integrity: tutoring, explanations, and feedback — we don’t complete graded work or submit on a student’s behalf.

<p>A. In the circuit shown in the figure , find the magnitude of current in the

ID: 1971197 • Letter: #

Question

<p>A. In the circuit shown in the figure , find the magnitude of current in the upper branch.</p>
<p>B. Find the magnitude of current in the middle branch.</p>
<p>C. Find the magnitude of current in the lower branch.</p>
<p>D. What is the potential difference <img src="http://session.masteringphysics.com/render?tex=V_%7Bab%7D" alt="V_{ab}" align="middle" /> of point <img src="http://session.masteringphysics.com/render?tex=a" alt="a" align="middle" /> relative to point <img src="http://session.masteringphysics.com/render?tex=b" alt="b" align="middle" />?</p>
<p><img 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" alt="" /></p>

Explanation / Answer

sorry :( .all your questions are not getting to me right

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