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Solve the following differential equation using Separable method. (cosy) x + (sin x)(sin y) = 0
Q2: Solve the following differential equation using modified Euler's method y' = sin(k. x + y) - et To find y(1.0)? if we have y(0) = 4 and h = 0.1
Solve the separable differential equation (y2+2)dx+y(x+4)dy=0.
Solve the following differential equation: xy' + y = sin(x) + e^x 3. Solve the following differential equation: ry' + y = sin(x) +e
Solve the Separable Differential Equation. dy 1) e6x - 6y dx A) y = 6ln (e6x + C) B) y = 6e6x + C y-In (ex.c) D) y = ln (e6x + C) = 4 cos x sec y A) y = sin (4 sin x + C) C) y=sin-1 (4 cos x + C) B) y = sin-1 (4 sin x + C) D) y = 4 sin x + C
Solve the differential equation S-20x by the method of y- 24 d, Solve the differential equation y" +z/aAc' by the equation yy- b, c. 2。メsolve the differential equation 144y"-ay'+y-12(x+r) by the nl21)by the method of undetermnined coefficients. y(12 12 d. yr(G+Ga)e1/12: + 288 + 12x + 12 e12 Solve the differential equation "19dy-sin 14x by the method of undeternined coefficient a. cos 14x+ 14C2 sin 14x
Find the function y = y(2) (for x > 0) which satisfies the separable differential equation dy 6 + 14.2 dic 12 2 0 with the initial condition y(1) = 3. y=
solve the differential equation (1 – x?)y" - 2xy'+6y=0 by using the series solution method
1. Solve the differential equation using the Laplace Transform. y" + y = V2 sin(V2t), y(0) = 10, y'(0) = 0
(1 point) Solve the separable differential equation dy da: 2 Subject to the initial condition: y(0) 8.
3. Solve the following differential equation: xy' +y = sin(x) +et