A tiny, not scary at all, bug lands on a piece of graph paper and walks along a path so that t minutes after it lands, it is at the point with coordinates x=4-t^3,y=5t2+1 Compute dx/dt, and explain...


A tiny, not scary at all, bug lands on a piece of graph paper and walks along a path so that t minutes<br>after it lands, it is at the point with coordinates x=4-t^3,y=5t2+1<br>Compute dx/dt, and explain using dx/dt how come we know the bug never retraces its steps as t<br>increases from t = 0 minutes to t = 2 minutes.<br>

Extracted text: A tiny, not scary at all, bug lands on a piece of graph paper and walks along a path so that t minutes after it lands, it is at the point with coordinates x=4-t^3,y=5t2+1 Compute dx/dt, and explain using dx/dt how come we know the bug never retraces its steps as t increases from t = 0 minutes to t = 2 minutes.

Jun 05, 2022
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