Please help me with this question, show step by step this is an application of a dynamic engineering problem.

The figure shows a curved nozzle emerging from a vertical pipe, discharging water into the atmosphere. The nozzle has a mass of 5 kg and an internal volume of 2500 cm^3. Determine the reactions that must occur at the junction of the pipe and the nozzle such that the nozzle remains in equilibrium.( Equation of momentum and continuity)

Determine the angular velocity and angular acceleration of points A and B if the 4-bar mechanism has a constant angular velocity of 50 rad/sec clockwise from point A.

Calculate the velocities and angular accelerations for points A and B in the 4-bar mechanism shown, explain your procedure and how you performed the calculations

Please solve this control system question a,b,c with a handwritten step-by-step explanation because I dont know how to solve this question I need an explanation. And don't use AI as before I submit this same question one guy used AI and I reported him, it is obvious. Thank you

Please solve this control system question a,b, with a handwritten step-by-step explanation because I dont know how to solve this question I need an explanation. And don't use AI as before I submit this same question one guy used AI and I reported him, it is obvious. Thank you

Please solve this control system question a,b, with a handwritten step-by-step explanation because I dont know how to solve this question I need an explanation. And don't use AI as before I submit this same question one guy used AI and I reported him, it is obvious. Thank you

3 0/10 points awarded Scored Consider steady flow of air through the diffuser portion of a wind tunnel. Along the centerline of the diffuser, the air speed decreases from entrance to exit as sketched. For the velocity field, calculate the fluid acceleration along the diffuser centerline as a function of x and the given parameters. For L = 1.56 m, entrance = 21.00 m/s, and exit = 17.5 m/s, calculate the acceleration at x = 0 and x = 1.0 m. Dexis Dentrance x=0 u(x) "exit "entrance x=L The acceleration at (x = 0) is -47 m/s². The acceleration at (x = 1.0 m) is 42.1 m/s. (Include a minus sign if necessary.)

O/10 5 points awarded Scored A bird is flying in a room with a velocity field of ▼ = (u, v, w) = (0.6xî + 0.2t j−1.4ĥ) m/s. The room is heated by a heat pump so that the temperature distribution at steady state is T(x, y, z) = (400–0.2(5x) 2-0.4y-0.6%) ˚C. Calculate the temperature change that the bird feels after 10.00 seconds of flight, as it flies through x = 1m. (Round the final answer to three decimal places.) The temperature change that the bird feels after 10.00 seconds of flight is 1.120 °C/s.