Please Help me with this problem and run it in a python language

Consider the first-order differential equation dy dir f(x), (1) k m dv (2) dt where x is displacement from the equilibrium and k is the spring constant, can be expressed as y(t) = A coswot + B sin wot, (3) where w = k/m. What is the form of v(t)? Show that equation (3) satisfies equations (1) and (2) with A = y(t = 0) and B = v(t = 0)/wo. Write a program that creates an SHO and solves equations (1) and (2). Start the ball with displacements of r = 1,2 = 2, and 2 = 4. Is the time it takes for the ball to reach r = 0 always the same? Consider the first-order differential equation dy dir f(x), (1) k m dv (2) dt where x is displacement from the equilibrium and k is the spring constant, can be expressed as y(t) = A coswot + B sin wot, (3) where w = k/m. What is the form of v(t)? Show that equation (3) satisfies equations (1) and (2) with A = y(t = 0) and B = v(t = 0)/wo. Write a program that creates an SHO and solves equations (1) and (2). Start the ball with displacements of r = 1,2 = 2, and 2 = 4. Is the time it takes for the ball to reach r = 0 always the same