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

<p><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATEAAADGCAIAAAA15yAq

ID: 1940736 • Letter: #

Question

<p><img 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" alt="" /></p>

Explanation / Answer

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