Write down a system of two first order ode

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Quiz two

1. Use n = 1 iterations of Runge-Kutta to obtain an approximate solution vector (ω0, ω1) of the first order IVP y' = y for t  ∈ (0,1), y(0) = 1. What exact number does ω1 approximate?

2. State carefully a theorem that guarantees that Newton's method will converge to a zero of a real valued function of one real variable.

3. Write down a system of two first order ODE that has precisely two equilibrium solutions.

4. Find all eigenvalues of


1 0 0
A = 0 3 1

0 1 3

 

Reference no: EM131087523

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