Final answer:
The general solution of the differential equation is x(t) = 7t + 32 m.
Step-by-step explanation:
The general solution of the differential equation is x(t) = 7t + 32 m. To find the general solution, we can start by using the initial condition x(11.0 s) = 109. Substituting this into the equation x(t) = 7t + C₂, we can solve for the constant C₂. Then, we can find specific values of x by substituting different values of t into the equation.