On the interval [-5,5], calculate.
It's a course in Differential equations, but i can't find the
definition of ∥x^2∥
∥x^2∥ =
On the interval [-5,5], calculate. It's a course in Differential equations, but i can't find the...
Struggling with this differential equations problem. Can't find the integrating factor to continue Solve the equation. (4x2 +2y+ 2y2dx + (x + 2xy)dy 0 An implicit solution in the form F(x,y) C is by multiplying by the integrating factor C, where C is an arbitrary constant, and (Type an expression using x and y as the variables.)
This is a differential equations course, please answer all the questions. Find the general solution. 0 '10 15. x'(t) = 2 1 -2 -(t) 3 2 -1 16. z't) -30 2 1 - 1 -2 -1 1 0 0 (t)
This is a differential equations course. Find the general solution. 16. x't) = 1-30 2 1 -1 -2 -1 -1 0 o z(t)
This is a differential equations course, please answer all the questions. Find the general solution. 12. z'(t) -1)=(0) 13. z'(t) = -3)=(0) 14. zº(t) = (+5 -1)=(e) 5 10 0 15. x'(t) = 21 -2 r(t) 3 2 -1) 16. z'(t) = -30 2 1 -1 0 (t) -2 -1 -1 0
This is a differential equations course, please answer all the questions. Find the general solution. 2 11. :'(t) -3) r(t) 12. z"(t) = -1) =(4) 13. z'(t) = -3) =(0) 14. z'(t) = (-; -1)=(0) 2) -2 r(t) 5 10 15. z'(t) = 2 1 3 2 16. x'(t) = 0 2 1 -1 -2 - 1 -1 0 0 (t)
I'm trying to solve this differential equations by using matlab. But I don't know the reason why I can't get the solutions. I've attached matlab code and few differential equation. Please find a the way to solve this problem. second oder ode2.m x+ function, second-oder-ode2 t-0:0.001:30 initial-x = 0; initial-dxdt = 0: lt.影=ode45( @rhs, t, [initial.x initial.dxdt ] ); plot(t.(:,1l): xlabel( t); ylabel(x): 申 function dxdt=rhs( t, x) dxdt-1 =x(2); dxdt-2 (-50 x(2)+61.25+((1-cos(4 pi 10 t))/2) (47380 x(1)-3-7428 x(1) 2...
This is a differential equations course, please answer all the questions. Find the general solution. 1 - 1 8. I'(t) = 3 3 2 2 1 -1 (t) 3 2 -2 9. z'(t) -2)=(1) 10. 2'(7) = (1 -1)=(0) 11. z'(t) 2(t) =) =(0) 13. zº(t) = 6 (5 -3) =(0) 14. 2°(8) = (1, -1)=(0) 12. z'(t) = ON DINE 1 0 0 15. x'(t) = 21 2 1 -2 (t) 3 2 -1 16. :'(t) = -3 1...
This is a differential equations course, please answer all the questions. Find the general solution. 14. '(t) = (+5 -1)=(1) 15. z'(t) '10 0 21 -2 (1) 3 2 -1 16. z'(t) = -30 2 1 -1 0 (t) -2 - 1 -1 0
(Generalized Riccati Equation) Let po, p1, p2 : I -> R be continuous functions defined on an interval I of R. Then the 1st-order differential equations of the type Not sure how to solve y using the Ansatz v(x) := y(x)p2(x) Help is greatly appreciated :D (Generalized Riccati Equation) Let po, p1, p2 I -R be continous functions defined on an interval T of R. Then the 1st-order differential equations of the type is called generalized Riccati equations. It is...
This is a differential equations course, please answer all the questions. Find the general solution. 10 -2 10. 2°(e) = ( 1' -1)=(e) 11. z'(t) = (* -(t) 12. x"(t) = = (-4)=(1) 13. z'(t) = 6 6 -3) =(8) - z'(t) = (-; 4) =() UN 14. 10 0 15. z'(t) = 21 -2 r(t) 3 2 -1 16. z'(t) -3 0 2 1 -1 0 (t) -2 -1 -1 0