True or false Indicate whether you believe the statement is

True or false. Indicate whether you believe the statement is true or false. There is a unique Runge-Kutta method for a given order. Both the Duhamel and the Faltung integrals represent a form of convolution. Suppose you have n ordered pairs, (x_1, y_1)... (x_n, y_n) with all the x values distinct. Then there is at least one polynomial of degree no more than n-1 that passes through all the points. To solve nonhomogeneous linear IVP differential equation, you first find the complementary solution, then find the particular solution and then find the values for the constants associated with the complementary solution. Given only one complementary solution, you have enough information to find the general solution to a 2nd-order nonhomogeneous linear differential equation. Autonomous differential equations are always separable or always linear. There is a general method you may follow to solve any linear first-order differential equation and it requires using the integrating factor to make the equation exact. The meander function is piecewise continuous.

Solution

1) F   2) F 3) T 4) T 5) F 6) F 7) F 8) T