In case a, block A is accelerated across a frictionless table by a hanging 10 N weight. In case b, the same block is accelerated by a steady 10 N tension in the string. In which case does block A have a greater acceleration, or it is the same in both cases? Use the evidence-reasoning-conclusion (claim) framework to support your choice. Evidence: Reasoning: Claim: Case a is greater__________ Case b is greater___________ Same in both _____________

In case a, block A is accelerated across a frictionless table by a hanging 10 N weight. In case b, the same block is accelerated by a steady 10 N tension in the string. In which case does block A have a greater acceleration, or it is the same in both cases? Use the evidence-reasoning-conclusion (claim) framework to support your choice. Evidence: Reasoning: Claim: Case a is greater____ Case b is greater_ Same in both _________

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Cylinder A has a mass of 8 kg and cylinder B has a mass of 6 kg. If cylinder A is released from rest, Determine the tension force (T) in the cords and accelerations of cylinders A and B. Neglect the mass of the pulleys and cords. Use Newton's second law to solve this problem. Refer to the FBDs below. SB B
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Please write your complete solution. Thank you! The body shown is acted on by four forces. Determine the location and magnitude of the resultant force.
Hi, pls help me understand how to solve this problem. I already got a reference, however, I still need more details on it. Hence, kindly provide a step-by-step solution and explanation on it. Thank you very much.
The previous step focused on friction for horizontal surfaces. As we discussed above, angled surfaces like the wedge below have different considerations. FN = mg cos(0) F₁ = mg F₁ = ? F₁ = ? Fy=mg cos(0) Specifically, we have the following considerations. 1. The normal force is not equal to mg. 2. There is a force acting along the angle of the wedge due to gravity. What is the coefficient of static friction ? Fx = mg sin(0) Let's consider the implications of this type of problem with the following examples. For all of the examples, the box has a mass of 25 kg. Imagine the box is on a surface that allows you to adjust the incline angle, 0. You find the maximum angle where the box remains stationary. That is, at any higher angle, and the box begins to slide. The static friction force at this maximum angle is 150 N. What is the angle 0 (in degrees)? Now you raise the incline to an angle of 60° greater than the angle of maximum static friction found above. At this angle, the box slides…
Find I and J values and please answer all parts of this question 3. Block 1 (10 kg) is setting on the floor of an elevator. The elevator is moving upward with an increasing speed and the magnitude of the acceleration is 2 m/s2. On a sheet of paper, draw the free body diagram for block 1 using the two-subscript notation from class. After completing the free body diagram, enter below each force and its x & y-components. (use g = 10 m/2) Remember that the x-component is the "i" component and the y-component is the "j" component. -NET force on Block 1 (round to nearest integer) Fnet1 = ——- i + ——- j N The DIRECTION of the net force on block 1 is in the same direction as its acceleration. If the elevator is moving upward with an increasing speed, then the direction of the block's acceleration is up (positive y-value). The MAGNITUDE of the net force on block 1 equals its mass times acceleration, which are both given in the problem. -FORCES on BLOCK 1 Weight force on block 1…
Set up the free-body diagram and the equations for Newton's 2nd law for each object along each axis. (Note you should have 3 free body diagrams since the rope is not massless. Also note, since the rope is not massless the tension at the top and the tension at the bottom of the rope will not be the same.) F = 200 N 4.00 kg 6.00 kg 5.00 kg
A sled, of mass = 6.50 kg, is sliding down a snow-covered hill that has a slope of 45.0 degrees. There is an applied force pushing down on the sled perpendicular to the incline of 80.4N. The coefficient of kinetic friction between the sled and snow is 0.100. Which of the free body diagrams below is draw correctly for the situation above? Continuing the question above: A sled, of mass = 6.50 kg, is sliding down a snow-covered hill that has a slope of 45.0 degrees. There is an applied force pushing down on the sled perpendicular to the incline of 80.4N. The coefficient of kinetic friction between the sled and snow is 0.100. Determine the acceleration of the sled down the slope. Report your answer in meters per second squared, but only enter the numerical value.