Determine the acceleration of the system shown. 30 30 12 kg 8 kg
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- The step pulleys shown in the figure below are connected by a crossed belt. If the angular acceleration of C is 2 rad/s^2, what time is required for A to travel 180ft from rest? Through what distance will D move while A is moving 240ft/s? Answer for tA should be 6.71 sec and SD should be 180 ftIn the figure shown, what is the moment that this force exerts about point A? F = 75 N 30 deg B 8m A 60 deg |2. 12-74 The velocity of a particle is given by v = {16t2 i + 4t3 j + (5t + 2)k) mis, where t is in seconds. If the particle is at the origin when (= 0, determine the magnitude of the particle's acceleration when t = 2 s. Also, what is the x, y, z coordinate position of the particle at this instant?
- 15 N/cm? 9.00 m |2.00 m O 100 mm lo.00 m 25 Calculate the force on the elbow in the system shown in the figure.As a train accelerates uniformly it passes successive 800 meter marks while traveling at velocities of 3 m/s and then 12 m/s. [Select] ✓(a) For the first mark of the journey, what is the acceleration of the train in m/s². [Select] [Select] (b) Determine the train's velocity when it passes the next mark in m/s. (c) Determine the time it takes to travel the 1.6-km distance in seconds.The velocity of a particle moving along the x-axis is defined by V = x*3-4x*2+6x where V is in m/s and x is in m. Compune the acceleration when x = 2m. echers Answer with text and/or attachments pents
- A body starts from the origin and moves along the x-axis such that velocity at any instant is given by (4t3 - 2 t) , where t is in second and velocity is in m/s. What is the acceleration of the particle after 2 sec? 46 m/sec2 48m/sec2 47 m/sec2The velocity of a particle along the s-axis is given by v = 15s4/3 where s is in millimeters and vis in millimeters per second. Determine the acceleration when s is 4.5 millimeters. Answer: a = i 3.68 mm/s²The object W1 in the figure is at an angle of 45 to the horizontalIt is based on its frictionless surface at point B.Point A is articulated (fixed support) and ground frictionSince (μ = 0.3) body W2 is a surfaceWhat should be the weight of W1 that will cause it to start? W2= 38 [kN]sin45=cos45=0.7
- (c) A circular cylinder is rotated about its own axis at a constant rate of 1500 rpm Determine the centripetal acceleration at a radial distance of 15 cm. and Find the ratio of this acceleration to the acceleration due to gravity.An object with a shape of a cube with 280mm on each side, and weighing 425N is lowered into a tank containing a layer of water over a layer of mercury. a) Determine the position of the bottom block (height if the block submerged in mercury) above the mercury, when it has reached the equilibrium, in mm. b. Determine the position (height) of the top of the block above the mercury, when it has reached equilibrium in m.* c. Determine the position of the block below the water surface if the water surface is 300mm above the mercury layer in mm.ở Incognito Given the 180 mm x 360 mm rectangular beam as shown in the figure. 100 kN/m 20 kN-m 50 kN/m 360 mm 5 m 1.5 m 180 mm What is the moment of inertia of the beam in mm ?