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Hi i dnt knw anythin abt Numerical Soln of ODe's... ive gt an assignment n it, ive tried a book by kreyzig... bt i still cnt understand a thing... could any1 plz help me??
here are the questions:
1. Consider the IVP given as y' = t - y^2, y(0) = 1
Find y at t = 0.3 using h = 0.1 by using the
(1) Euler Method.
(2) Taylor Series Method of order 2.
2. Consider the IVP y' = t +y, y(0) =2
Find y(0.2) by using the FOrward - Euler Method by using
(1) h = 0.1
(2) h = 0.05
Compare your results with the exact solution and draw your conclusion
3. Consider the IVP y' = -y, y(0) =1
Find y(0.2) by using the Runge - Kutta Method with h = 0.1
4. Consider the IVP
y" - 2y' + y = t
y(0) = 0 , y'(0) = 1
Find y (0.2) by the Forward Euler Method using h = 0.1
1. Find the Laplace transform of e^(-2t) sinηπt
please help. thx
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