Find the complimentry function of the following differential equation.

y=e^-2x (Acos √3x + Bsin √3x)

Find the particular integral.

y=(3/4)e^-x + (6/5) sin x - (4/5) cos x

y= e^-2x (Acos √3x + Bsin √3x)

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Joseph Stevens 4 preguntas 5,0 (1 valoración)

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1Find the integrating factor for which
1. Asin x
2. Bcot x
3. Ccosec^2 x
4. Dln|cot x|
2Hense solve.
1. Ay= cos x + cot x ln|sinx| + c
2. By = tan x + ln|cot x|
3. Cy = cosec x + cot x ln|cot(x/2)|+ c
4. Dy=sin x - tan x ln|tan(x/2)| + c
3Find the complimentry function of the following differential equation.
1. Ay=e^-2x (Acos √3x + Bsin √3x)
2. By= Ae^2x +Bie^3x
3. Cy= Ae^√3ix + Bcos 2x
4. Dy= e^4x +A
4Find the particular integral.
1. Ay= 4e^-x + 6sin x + 4cos x
2. By= e^-2x (Acos √3x + Bsin √3x)
3. Cy=(3/4)e^-x + (6/5) sin x - (4/5) cos x
4. Dy = e^x + 4sin x + 7cos x

Descripción: First order linear Second order linear Solving through substitution
Autor: Joseph Stevens
Idioma: English
Visitas: 73
Etiquetas: fp3 maths further maths a level
Valoración: 5,0 de 5 · 1 valoración
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