ODE - Particular solution of a differential equation with initial condition

Описание к видео ODE - Particular solution of a differential equation with initial condition

- Obtain the particular solution of the differential equation
v'(t) = 9.8 - 2v(t) for t greater than 0
which satisfies the initial condition v(0) = 1.
- If - v(t) = dy(t)/dt in the previous exercise, and if y(0) = 10, for what value t_0 will we have y(t_0) = 0?
Here, y(t) represents the height of an object relative to the ground.

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