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The temperature at a point (x, y) in the plane is T(x, y)◦C. If a bug crawls on the plane so that its position in the plane after t minutes is given by (x(t), y(t)) where x =√13 + t , y = 5 +13t ,determine how fast the temperature is rising on the bug’s path at t = 3 when Tx(4, 6) = 40 , Ty(4, 6) = 9 . Does not copy paste correctly, look at the picture for the question

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The temperature at a point (x, y) in the plane is T(x, y)◦C. If a bug crawls on the plane so that its position

in the plane after t minutes is given by (x(t), y(t)) where x =√13 + t , y = 5 +13t ,determine how fast the temperature is rising on the bug’s path at t = 3 when Tx(4, 6) = 40 , Ty(4, 6) = 9 .

Does not copy paste correctly, look at the picture for the question

 
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