can someone solve this differential equation
can someone solve this differential equation GINEERING MATHEMATICS 2 SEM 3 AY 2019/2020 / My courses...
can someone solve this differential equation. I'll definitely leave good remarks My courses / MAT2022_S / July 16 2020 / TEST 2 JULY 31, 2020 The particular integral of the differential equation 4 +4 dy + 3y = 3e2x is dx2 dx Select one: et a. 9 e 2x b. 3 3e2x c. e 2x d. 9 Moyt nade
can someone solve this differential equation The general solution of the exact differential equation sec?x tan y dx + sec’y tan x dy = 0 is Select one: cot x = c coty a. tanx = c tan y o b. - cot x = c coty tanx tany = C d. Previous page Next p
Can someone help show how to answer this question. Thanks in advance. 3. [8 marks] Consider the differential equation d2 dx2 Solve the regular perturbation problem with error of order 0(e2),ie. up to and including terms of 0(e) 3. [8 marks] Consider the differential equation d2 dx2 Solve the regular perturbation problem with error of order 0(e2),ie. up to and including terms of 0(e)
can someone solve this differential equation. I'll definitely leave good remarks dey The general solution of the differential equation 3 dy dx + 2y = ex dx2 Select one: y = Ae* - Be2x + xex a. y = Ae*+ Be2x -xe-x b. y = Ae* + Be2x - xex C. y = Ae X+ Be-2x + xex d.
Engineering Mathematics 1 Page 3 of 10 2. Consider the nonhomogeneous ordinary differential equation ry" 2(r (x - 2)y 1, (2) r> 0. (a) Use the substitution y(x) = u(x)/x to show that the associated homogeneous equation ry" 2(r (x - 2)y 0 transforms into a linear constant-coefficient ODE for u(r) (b) Solve the linear constant-coefficient ODE obtained in Part (a) for u(x). Hence show that yeand y2= are solutions of the associated homogeneous ODE of equation (2). (c) Use...
hopefully im not asking a lot but can someone help me with my last homework question Problem 3 (20 pts) Solve the first order differential equation ay = 2x(y – 5) with boundary condition y(0) = 1 under the assumption that y # 5.
Question 2 (15 points) Solve the differential equation for the general solution y 6y' 73y 0 y(t) C cos(3t) C2 sin(3t) y(t) = C1 cos(8t) + C2 sin(8t) y(t) cos(8t) +C2e" sin(St) y(t) Ce cos(8t) Cest sin (8t) y (t) = Cleft cos (8t) + C2eft sin (8t) (t)Cest cos(9)Cesin (9t) Previous Page Next Page Page 2 of9
please help me solve the differential equation HW Set 2: Problem 13 Next Problem Problem List Previous Problem (1 point) Solve the following differential equation: sin())da = (4ry + 2y cos(x))dy. (3 constant. help (formulas) Preview My Answers Submit Answers You have attempted this problem 0 times. You have unlimited attempts remaining Email instructor E e rch HW Set 2: Problem 13 Next Problem Problem List Previous Problem (1 point) Solve the following differential equation: sin())da = (4ry + 2y...
solve for y Homework 01: Differential Equation Review Due 2020-01-15 Solve for yio the following equations 1 = -2 2. - 700)=2 3. = [0) = 3 (1) = 2 4 -3 710) - (1) - 1 5.33 - 5y = 0 (0-0; y(1) - 1 6. #+y=0 [+1) = 2 7. * +22- 0 0 ) - 1: () = 0 Hints . If in E = constant then T) I r - 2 We can defne w constant...
please help to solve this differential equation. 3. Use power series solutions to solve (x+1)y"+(x-2)y' +y = 0. Center the power se- ries about the ordinary point o = 0. Write the solution as y = col first four terms..]+ ciſfirst four terms...). 4. Find the minimum radius of convergence for a power series solution to the ODE (22+2x+5)/' +10y = 0 centered about the ordinary point Xo = -6