A cake is baked in an oven heated to 180 C. The cake mixture is at...
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A cake is baked in an oven heated to 180 °C. The cake mixture is at 15 °C when put in the oven. As the cake temperature increases, the rate at which the temperature changes decreases. A differential equation models the cake temperature h(t): dh dt I. II. = 110-h(t) 500 Temperature h is in °C, and time t is in seconds. Write a formula for the temperature of the cake h(t). The cake cant reach 180 °C. When removed from the oven after 30 minutes, what temperature will the cake be? A cake is baked in an oven heated to 180 °C. The cake mixture is at 15 °C when put in the oven. As the cake temperature increases, the rate at which the temperature changes decreases. A differential equation models the cake temperature h(t): dh dt I. II. = 110-h(t) 500 Temperature h is in °C, and time t is in seconds. Write a formula for the temperature of the cake h(t). The cake cant reach 180 °C. When removed from the oven after 30 minutes, what temperature will the cake be?
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Given differential equation models the cake temperature ht and The ... View the full answer
Related Book For
Fundamentals of Thermal-Fluid Sciences
ISBN: 978-0078027680
5th edition
Authors: Yunus A. Cengel, Robert H. Turner, John M. Cimbala
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