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- 2. After firing a cannon ball, the cannon moves in the opposite direction from the ball. This an example of: * O b. Newton's Second Law O c. Newton's Third Law O a. Newton's First Law O e. None of the above O d. Newton's Law of GravitationU.S. AB= 21 Bc = I • CALCULATE THE • MOMENT OF INERTIA REACTIONS A (30k OF THE 20K BEAM MEXICO 2.5K/FT 17 20 BSong (2018) provides the basic version of the energy equation in (3.32) z ++- P = H. 29 Part A List all the variables in this equation along with their basic dimensions in [MLT] or [FLT]. Part B According to the Buckingham II theorem, the energy equation can be expressed with some number of dimensionless II groups. How many II groups are needed to express equation (3.32)? Part C Part of the energy equation is the pressure head hp = Ply. Starting with the three variables hp, P, and y, use Rayleigh's method to determine the exponents on Pand y.
- Problem 4.140 The vector sum of the forces acting on the beam is zero, and the sum of the moments about the left end of the beam is zero. 100 lb (a) Determine the forces A, A, and B. (b) If you represent the forces Ag, Ay, and B by a force F acting at the right end of the beam and a couple M, what are F and M? 1120 in-lb 16 in-A force of 9i N is acting on a body whose position is varying with time as 4t X =- Find the power of the force in watts at t = 1 sec. m 3CLO 1: Understand the force as a vector, point of application and line of action. Analyze coplanar force systems. Introduce the concept of moment and couple moment within equilibrium applications. Introduce free-body diagram (FBD) for a particle and a rigid body. Apply conditions of particle and rigid body equilibrium and develop related equilibrium equations. 1.1 Understand and analyze coplanar force systems. 1.2 Understand and analyze Free Body Diagram (FBD) for a particle and a rigid body in equilibrium. 1.3 Apply FBD for rigid bodies and determine the support reactions. 1.4 Apply the concept of moment and couple moment within equilibrium applications. 1.5 Understand and apply conditions of particle and rigid body equilibrium and apply equilibrium equations to solve the problems involving coplanar and non-coplanar force systems. CLO 2: Analyze and apply the concepts of equilibrium in statically determinate structures including beams and trusses and solve related problems.…
- The mechanism used in a marine engine consists of a single crank AB and two connecting rods BC and BD as shown in (Figure 1). Assume r = 0.1 m. Figure Da 0.4 m 60° B 30° @ 0.4 m 45° 1 of 1 Part A Determine the magnitude of the velocity of the piston at C the instant the crank is in the position shown and has an angular velocity of 8 rad/s. Express your answer to three significant figures and include the appropriate units. VC = Submit Part B 0 μA Value Submit Request Answer up and to the right Determine the direction of the velocity of the piston at C the instant the crank is in the position shown and has an angular velocity of 8 rad/s. down and to the left Completed Previous Answers Units Return to Assignment ? Provide FeedbackFind the magnitude and direction in X and Y of the motion of the joint at point C of the flat truss supporting a load of 1000 N as shown in the figure below. The value of E=210GPA for each member, the elements have a circular section with an external diameter of 75 mm and a thickness of 5 mm. Use the work and energy method. (In the picture it says 10 but it's 1000) E D B 1920 mm 1080 mm ION 810 mm 1440 mm2.1 Time-dependent force* A 5-kg mass moves under the influence of a force F = (4i-3rj) N, where t is the time in seconds (1N 1 newton). It starts at rest from the origin at t 0. Find: (a) its velocity; (b) its position; and (c) rx v, for any later time. %3D
- GIVEN FIGURE SHOWN: DETERMINE THE CENTROIDAL X AND Y AND THE MOMENT OF INERTIA WITH RESPECT TO NEUTRAL AXIS (Ix). Use the Parallel axis theorem. уахis 6m 6m → x-axis 12mPart A - Kinetic Energy of a Pulley and Weight System Consider the pulley and weight system shown in the figure. (Figure 2) The pulley has mass 12.0 kg, outer radius Ro = 150 mm, inner radius R₁ = 100 mm, and radius of gyration ko 123 mm. Cylinder A weighs 73.0 N. Assume there is no friction between the pulley and its axle and that the rope is massless. At the instant when w = 81.0 rad/s clockwise, what is the kinetic energy of the system? T = Express your answer to three significant figures and include the appropriate units. ► View Available Hint(s) μA Value Submit Previous Answers X Incorrect; Try Again T = Units Part B - Kinetic Energy of a Rolling Bicycle Wheel μà R₁ The bicycle wheel shown in the figure rolls without slipping. (Figure 3) The wheel has a weight of 5.70 lb, a radius of r = 13.0 in, and is rolling in such a way that the center hub, O, is moving to the right at a constant speed of v= 12.0 ft/s. Assume all the mass is evenly distributed at the outer radius r of the…Please solve for all in a clear explanation (fluid mechanics)