4t-4cm and y 8+ Int cm, find the rate at which the temperature T changes when tThe temperature T= T(x.y) in °C at point (x.y) satisfies T,x(1,8) 2 and Ty(1,8)= -3. If x e'1 sec.C per sec.When t 1 sec, the temperature changes at a rate of
I think this question (included in the image) is looking for a derivative of sorts
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4t-4 cm and y 8+ Int cm, find the rate at which the temperature T changes when t The temperature T= T(x.y) in °C at point (x.y) satisfies T,x(1,8) 2 and Ty(1,8)= -3. If x e' 1 sec. C per sec. When t 1 sec, the temperature changes at a rate of
Please see the white board for the formulation.
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ST dy ST dx Т -Та, у) бу dt бх dt dt dy dx dT + Tу dt dt dt dy da dT + Tу dt dt t=1 = dt t=1
Please see the white board.
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dax 4et-4 dt t 1 e4x1-41 dx 4e4x1-4 dt = 4
y = 8+ ln t
Hence, dy/dt = 1/t
when t = 1, y = ...
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Calculus
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