At the time a casserole is cut, its temperature is 280 degrees Fahrenheit. The casserole's temperature then decreases at a rate of C(t) = 48e¯ the casserole was cut. Which of the following integrals would give the temperature of the casserole at t = 7 minutes? 280-Cind 280-C) 280+ Cind 280+C(t)dt -0.04 degrees Fahrenheit per minute, where t is the time in minutes since

Calculus: Early Transcendentals
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Author:James Stewart
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At the time a casserole is cut, its temperature is 280 degrees Fahrenheit. The casserole's temperature then decreases at a rate of C(t) = 48e¯
the casserole was cut. Which of the following integrals would give the temperature of the casserole at t = 7 minutes?
280-Cind
280-C)
280+ Cind
280+C(t)dt
-0.04
degrees Fahrenheit per minute, where t is the time in minutes since
Transcribed Image Text:At the time a casserole is cut, its temperature is 280 degrees Fahrenheit. The casserole's temperature then decreases at a rate of C(t) = 48e¯ the casserole was cut. Which of the following integrals would give the temperature of the casserole at t = 7 minutes? 280-Cind 280-C) 280+ Cind 280+C(t)dt -0.04 degrees Fahrenheit per minute, where t is the time in minutes since
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