
can someone solve this differential equation

can someone solve this differential equation The general solution of the exact differential equation sec?x tan...
can someone solve this differential equation
Which of the following is an exact differential equation ? Select one: a. 3xdy + (x − 2) dx = 0 b. x'ydx – y’xdy = 0 c. 2xydx + (2 + x²) dy 50 d. (2x² + 1) dx – xydy = 0
can someone solve this differential equation. I'll
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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.
Let y depends on x. The solution of the following differential equation is dy +[(1 – 2x)eXy2 + 2xy]dx = 0 ye*+ Ce*?y2 = 0 ye*+Coy2-1 1 y=- ex+ Cot? yet + Coty? o
Consider the differential equation: (7y sin(xy) + 2 sec x) dx = (2 lny – 4x sin(xy))dy Note: Do not use square brackets in your response, use normal parantheses if you have to, i.e "0" Then aM ду and ƏN ax Is this equation exact? Yes No Consider the differential equation: sin(x)dx + 5y cos(x)dy = 0 Which of the following can be an integrating factor to make the equation exact? Select all that apply. On=e-54 On=tan(x) Ju=e-542/2 On =...
14. Find the integrating factor p so that the non-exact differential equation becomes exact (2 Points) (2x + tan y) dx + (x - x2 tan y) dy = 0 O u = csc y O u = - tan y O u = cos y O u = sec y This question is required.
1 - estion 1 of 10 10 Points Find the solution to the separable differential equation. dy dx sec? tana y A. tan y-y= Ctan x B. y(tan y - 1) = tan x + C C. y = tan x + C D. tan y - y = tan x + C Reset Selection Previous Next atv
2. Show that the differential equation below is exact and find the general solution. (2xy + 2 y) dx + (2x+y+2x)dy-0
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(1 pt) Find the solution of the differential equation dy = x*y (In(y) dx which satisfies the initial condition y(1) = e2. y =
(1 pt) Find the solution of the differential equation dy = x*y (In(y) dx which satisfies the initial condition y(1) = e2. y =
Solve the exact differential equation (4 x y tsin x) dx + (x" - Y) dy = 0
dy Find the solution of differential equation: - cot(y). (KER) dx y=K sin(e) y=arcsin(Ket) O y=tan(Kx?) y=Ke* y = arccos(Ke-*) y=sin(e" +K) O