The crate of mass m is supported on a cart of negligible mass as shown in (Figure 1). Figure Part A 1 of 1 Determine the maximum force P that can be applied a distanced from the cart bottom without causing the crate to tip on the cart. Express your answer in terms of some, all, or none of the variables b, d, h, m, and the acceleration due to gravity g.
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I know I am missing somthing from the fourmula I am comming up with can you show me what the correct fourmula is sapposed to look like?
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- THE MOTION IS ON THE HORIZONTAL PLANE (NO GRAVITY3. A 5-kg crate is released from rest at Point A of a 20-kg ramp which is inclined at 40 degrees as shown in the figure below. The lengths of the ramp is 2 m. The interface between the ramp and the ground can be assumed to be frictionless. Use Newton's 2nd Law and the definition of the center of mass to determine the horizontal distance that the ramp has moved when the crate reaches Point B. Neglect the size of the crate. Does your answer depend on the frictional force between the crate and the ramp? e SMotorized moving platform is lifting a car with some acceleration. If the combined weight of the lift platform and car is 2800kg, and the motorized lift weight is 200000kg, determine the maximum acceleration of the platform before tipping occurs. Weight of the platform a=2.1m, b = 4m, c = 4.2m, d = 3m FBD of the lift: Vertical lift platform. center of gravity (car) FBD of the car: a C Too center of gravity (lift)
- 1. A cart is being pulled by a motor. The cart has a mass of m = 200 kg. The motor applies a horizontal force of F = 800 N to the center of the right side of the cart. The cart is 1m tall, the total length is 1.5m, the wheels are 1m apart from each other, and the center of mass G is 0.4 m above the floor and on the horizontal center. Ignore friction. If there is no rotational movement of the cart, determine the following: 1. The cart's acceleration 2. The reaction (normal) force at the front pair of wheels. 3. The reaction (normal) force at the rear pair of wheels. F 77 TI TProblem 1. Find the horizontal force magnitude P needed to start the motion of the block with mass mo in two scenarios: (a) when P is applied to the right and (b) when P is applied to the left. Develop a general solution for each scenario, and subsequently, substitute the values 0= 25°, m = mo = 2.5 kg, µs = 0.40, and μk = 0.35 into your expressions for evaluation. Hgs H k P (a) A mo 0 m P (b) BA box with mass m is on a frictionless inclined ramp, as shown. The ramp has an angle of θ with respect to the horizontal. The ramp is firmly attached to the inside of a car. The car is traveling to the right, and is slowing down. The car has a constant acceleration with magnitude a. You observe that the box doesn’t slide up or down the ramp. What is the angle of the ramp? Write your answer in variables, using only m, g, and a. This problem should be solved using the “recipe” taught in class. Focus Draw a free body diagram Identify the direction of the acceleration Write Newton's 2nd law (F=ma) Solve for unknowns Suppose that the driver now presses harder on the brakes. Would the box slide up the ramp, or slide down the ramp? Or would it not slide at all? No calculation required, but very briefly (one or two sentences) justify your answer. Draw a simple diagram if it helps!
- Determine the horizontal force required to push a 2500-lb automobile on level pavement. The auto has four 23-in.-diameter tires. Neglect all friction except rolling resistance.Prelab Exercises for Angular Motion 1. Draw a free-body diagram for mass M, while in motion (Fig. 2a). Identify the centripetal force. Assume the mass hangs vertically. 2. Calculate the magnitude of the force exerted by the spring on mass M = 425 g, moving in a circle of radius r = 19 cm, as shown in Fig. 2a. The mass makes 20 revolutions in 17 seconds. Determine the mass m, suspended over the pulley (Fig. 2b), which stretches the spring by the same amount as during the rotation. counter mass class fmm (J 14 Fig. 2a Rotating Fig. 2b Stationary Figure 5.1: Angular Momentum Apparatus. On the left, Fig. 2a shows the rotating setup and on the right, Fig. 2b is a schematic of the stationary setup. pinA 10-kg cabinet is mounted on casters that slides with a coefficient of friction of 0.2 (neglect the mass of casters) on the floor. If a 100-N horizontal force is applied at the centroid, determine (a)find the range of values of h if the cabinet will not tip over (b) the acceleration of the cabinet if it will not tip over(c) what is the reaction at the casters?