[" (c) Obtain the differential equation associated with the primitive."],[y=c_(1)e^(2x)+c_(2)e^(2x)+c_(3)e^(x)," where "c_(1),c_(2),c_(3)" are arbitrary constants."]

Obtain the differential equation associated with the primitive,y=c_(1)e^(3x)+c_(2)e^(2x)+c_(3)e^(x) where c_(1),c_(2),c_(3) are arbitrary constants

y = c_(1)e^(3x) +c_(2)e^(2x)

Write the order of the differential equation associated with the primitive y=C_(1)+C_(2)e^(x)+C_(3)e^(-2x+C_(4)), where C_(1),C_(2),C-3,C_(4) are arbitrary constants.

Write the order of the differential equation associated with the primitive y=C_1+C_2e^x+C_3e^(-2x)+C_4,\ w h e r e\ C_1, C_2, C _3,\ C_4 are arbitrary constants.

Write the order of the differential equation associated with the primitive y=C_1+C_2e^x+C_3e^(-2x+C_4),\ w h e r e\ C_1, C_2, C-3,\ C_4 are arbitrary constants.

y=c_(1)x+c_(2)sin(2x+c_(3))(C_(1),C_(2),C_(3) are arbitrary constants )

The differential equation of the family of curves y= c_(1)e^(x) +c_(2)e^(-x) is

Obtain the differential equation by eliminating arbitrary constants. y=c_1e^(2x)+c_2e^(5x)

Find the differential equation whose general solution is given by y=(c_(1)+c_(2))cos(x+c_(3))-c_(4)e^(x+c) , where c_(1),c_(2), c_(3), c_(4), c_(5) are arbitary constants.