Mathematics, 14.04.2020 21:46 jenlopezx3710
(4) Suppose a moth is flying in a circle about a candle flame so that its position at time t is given by x = cost, y = sin t. Suppose that the air temperature is given by T(x, y) = (x^2)(e^y) β xy3. Use the Chain Rule to find a formula for dT/dt, the rate of change of the temperature the moth feels.
Answers: 3
![\frac{dT}{dt}= e^{sin t}[cos^{3}t- 2costsin t]+sin^{4}t-3cos^{2}tsin^{2}t](/tpl/images/0599/4516/8a428.png)
where x = cost, y = sin t.
the moth feels is:
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(4) Suppose a moth is flying in a circle about a candle flame so that its position at time t is give...
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