Reparametrize the curve 2t С: r(t) = i+ -j, t > 0 + 1 t2 + 1 with respect to arc length. Simplify your result so that it becomes clear that the curve is a circle (hint: for a unit circle centred at...


Reparametrize the curve<br>2t<br>С:<br>r(t) =<br>i+<br>-j,<br>t > 0<br>+ 1<br>t2 + 1<br>with respect to arc length. Simplify your result so that it becomes clear that the curve is a<br>circle (hint: for a unit circle centred at the origin, the polar angle is equal to the arc length<br>from (1, 0)).<br>

Extracted text: Reparametrize the curve 2t С: r(t) = i+ -j, t > 0 + 1 t2 + 1 with respect to arc length. Simplify your result so that it becomes clear that the curve is a circle (hint: for a unit circle centred at the origin, the polar angle is equal to the arc length from (1, 0)).

Jun 05, 2022
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