The given differential equation (2D+ 12D+2)y=0 is_ O critical damping O 2 underdamping O overdamping where a is an arbit
Posted: Mon Apr 11, 2022 6:08 am
The given differential equation (2D+ 12D+2)y=0 is_ O critical damping O 2 underdamping O overdamping where a is an arbitrary The orthogonal trajectories of year is constant 2 Ov+? = 20 Oy +- 2c 2 The given differential equation (3D+6D + 7y=sin O unstable O stable 0.7 none of these The orthogonal trajectories of r = 3a sinis, where a is an arbitrary constant OT=ccos Onecos Orcsin 8 csin The solution of the boundary value problem (D? + 4) = 0, given that y(0) 0 and Oy=4sin 4x Oy=cos