QUESTION 9: The ball is kicked from point A with the initial velocity VA = 10 [m/s]. Determine the range R, and the speed when the ball strikes the ground. XB B VA = 10 m/s C 30° X

At a certain instant, the velocity of cylinder B is 1.37 m/s down and its acceleration is 3.76 m/s2 up. Determine the corresponding velocity and acceleration of block A. The velocity and acceleration of A are positive if down the slope and negative if up the slope. Answers: VA = aA = i i B m/s m/s2

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HORIZONTAL MOTION1. The motion of a particle along the x-axis is described by the equation v=(4m/s^2)t+(0.3m/s^3)t^2 where x is in meters, and t is in seconds. Determine the following:a. Position of the particle 4 seconds after startingb. Displacement from 1 sec to 6 secc. Average velocity during the first 6 secondsd. Velocity at t=3 secondse. Average acceleration during the second 4 secondsf. Acceleration at t=6 secondsg. Time the particle moves at 30m/sh. The acceleration and velocity at the start of motion

Q3/ What should be the value of a which will make the motion of 900 N blocks down the plane to impend? Take the coefficient of friction for all contact surfaces as 1/3. 300 N 900 N

Show complete solutions and a free body diagram. Where P=24.

+16-17. A motor gives gear A an angular acceleration of aA = (2 + 0.006 02) rad/s2, where is in radians. If this gear is initially turning at @A 15 rad/s, determine the angular velocity of gear B after A undergoes an angular displacement of 10 rev.

The position of a point during the interval of time from t 0 tot-6 sec is given by 5=-0.5t' + 6+4c m. What is the maximum velocity during this interval of time, and at what time does it occur? a. b. What is the acceleration when the velocity is a maximum? C. Graph the position, velocity and acceleration from t 0 to t= 6 seconds.

Find the required,

6. A ball was thrown straight upward and after 1 second it reaches its maximum height then it does free fall motion for 2 seconds. Calculate the following: (a) The maximum height reached by the ball. (b) The velocity of the ball before it reaches the ground. (g=10m/s2)

When the athlete releases the shot, it is 1.82 m above the ground and its initial velocity is ?? = 13.6 ?/?. Determine the horizontal distance the shot travels from the point of release to the point where it hits the ground.

Dynamics of Rigid Bodies Answer the question with FBD of yhe figure

Hi. The question is on the picture. Thanks