A veterinarian wants to find the temperature of a sick horse. The readings on the thermometer follow Newton's Law. At the time of insertion, the thermometer reads 82°F. After 3 minutes the reading is 90°F, and 3 minutes later 94°F. A sudden convulsion destroys the thermometer before a final reading can be obtained. What is the horse's temperature? Solve using Newtons Law of cooling by Differential Equations

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Chapter1: Units, Trigonometry. And Vectors
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A veterinarian wants to find the temperature of a sick horse. The readings on the thermometer follow Newton's Law. At the time of insertion, the thermometer reads 82°F. After 3 minutes the reading is 90°F, and 3 minutes later 94°F. A sudden convulsion destroys the thermometer before a final reading can be obtained. What is the horse's temperature?

Solve using Newtons Law of cooling by Differential Equations

 

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