[Steps Shown] According to Newton’s law of cooling, if an object at temperature T is immersed in a medium having the constant temperature M , then the rate of
Question: According to Newton’s law of cooling, if an object at temperature T is immersed in a medium having the constant temperature M , then the rate of change of T is proportional to the difference of temperature T – M . This gives the differential equation.
\[\frac{dT}{dt}=k\left( M-T \right)\]- Solve the differential equation for T
- A thermometer reading 100 o is placed in a medium having a constant temperature 70 o . After 6 minutes, the temperature reads 80 o . What is the temperature after 20 minutes?
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![[See] Solve the following initial value problem:](/images/solutions/MC-solution-library-39649.jpg "[See] Solve the following initial value problem: (dy)/(dx)+4y-e^-x=0,")
[See] Solve the following initial value problem: (dy)/(dx)+4y-e^-x=0,
(Steps Shown) Solve the following initial value problem (tan y-2)dx+(x
![[Solution Library] Given that y_1(x)=e^2x cos x](/images/solutions/MC-solution-library-39651.jpg "[Solution Library] Given that y_1(x)=e^2x cos x and y_2(x)=e^2x sin x")
[Solution Library] Given that y_1(x)=e^2x cos x and y_2(x)=e^2x sin x
(See) Given the following initial value differential equation:
[Solved] Graph
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