Search for question
Question . Use Euler's method with At = .25 and then At = .1 to estimate the solution of the initial value problem \begin{array}{ll} T^{\prime}(t)=40-T(t)+t^{2} & T(0)=90 \end{array} for 0
. Use Euler's method with At = .25 and then At = .1 to estimate the solution of the initial value problem \begin{array}{ll} T^{\prime}(t)=40-T(t)+t^{2} & T(0)=90 \end{array} for 0 10. Give a plot of both approximate solutions you obtain. Note that this differential equation could be used to model Newton's law of cooling which we will discuss later in this class(p.38).
10. Give a plot of both approximate solutions you obtain. Note that this differential equation could be used to model Newton's law of cooling which we will discuss later in this class(p.38).
Fig: 1
Fig: 2
Fig: 3
