I need help with question's 1 and 2 T2-1 (20 Points): Find the P.S. of the...
T2-1 (20 Points): Find the P.S. of the IVP: x2 + 2xy + y2 1 + (x + y)2 y(x = 0) = 4 Primes denote derivatives WRT x. Sy' T2-2 (20 Points): Find the G.S. of the DE: xy' + y = 3x2 Prime denotes derivative WRT x. (Hint: guess a P.S. yı = Axa)
PLEASE USE RICCATI DE T2-2 (20 Points): Find the G.S. of the DE: xy' + y = 3x2 Prime denotes derivative WRT X. (Hint: guess a P.S. yı = Ax4)
--- T2-1 (20 Points): Find the P.S. of the IVP: x2 + 2xy + y2 1+ (x + y)2 y(x = 0) = 4 Primes denote derivatives WRT X.
Find the G.S. of the DE: xy' + y = 3x2 Prime denotes derivative WRT X. (Hint: guess a P.S. yı = Axa)
Find the P.S. of the IVP: x2 + 2xy + y2 1+ (x + y)2 y(x = 0) = 4 Primes denote derivatives WRT X. (y'a
T2-3 (20 Points): Find the G.S. of the DE: (3xy - y2)dx + x(x - y)dy = 0 T2-4 (20 Points): In a hot summer day of constant temperature A, 100°F, my car overheated to To = 250°F. I pulled it over and waited for 20 minutes to drop the car's temperature to T20=200°F. I found, and moved my car to, a cool garage nearby of temperature Az 70°F (ignore the moving time and temperature due to move). The car...
Please find and classify all the critical points for Q19 and Q20 5-20 Find the local maximum and minimum values and saddle point(s) of the function. If you have three-dimensional graphing software, graph the function with a domain and viewpoint that reveal all the important aspects of the function 5. f(x, y) xy y + y 6. f(x, y)-xy 2x 2y x-y 7. f(x, y) x-y)1 - xy) 8. f(x, y)y(e- ) 9. f(x, y)-x y* + 2xy 10. f(x,...
2) (a) If P=r cost and r sint -2te' = 0, find dP/dt (b) If z= cos(xy), show that x - y = 0 3) Find the maximum and minimum points of the functions in (a) and (b) (a) x2 - y2 + 2x - 4y +10 (b) x - y3 - 2xy +2 4) (a) Find the shortest distance from the origin to the the quadric surface 3x2 + y2 - 4xz= 4 (b) Find seadu dx Jx In(x+u)
(8) Find the area of under the graph of y=x?, y = x between x = 0 and x =1. (9) Evaluate, (a) using trapezoidal rule, (b) using Simpson's rule: dx n=4 (10) Solve the initial value problem. f "(x) = x2 + x +1; f'(0)=2, f(0) = 3. (11) Solve : (x2+1) + 2xy = x' + x (12) Solve : i - celoy, y(t) =-2 (13) Find partial derivatives up to second order: f(x, y)=(x+xy+y)(x +xy+1) f(x, y)...
Bb Take Test: MATH 216 SUMMER 2 X Bb Blackboard Collaborate Ultra - M X X c olearn.okan.edu.tr/webapps/assessment/take/launch.jsp?course_assessment_id=_9160_18_course_id=_11453_18_content_id=_118194_1&step=null K ... Remaining Time: 1 hour, 14 minutes, 34 seconds Question Completion Status QUESTION 19 4 points Save Aww. Find the solution to the initial value problem dy 6.xy + y2 + (3x2 + 2xy + 2y) de =0 y(1) = 3 ry+r+y2 + y² + x = 22 3x+y +2.c?y++2r2 + 2y = 24 6.ry + 2y2 + = 37 00....