wwwwwwww Xmin Xmax 9 A block connected on a spring oscillates back and forth on a frictionless horizontal surface reaching the minimum and maximum distances min and max, respectively. Which of the following graphs best represent the kinetic energy of the block as a function of the length x? Jula la la M rain Xmax (B) Xmin (A) Xmin Xmax X Xmax Xmax (D) Xmin OB OC OA OD
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- The 2-kg collar is attached to a spring that has an unstretched length of 3 m. If the collar is drawn to point B and released from rest, determine its speed when it arrives at point A. 3 m dA spring has a spring constant of 40 N/cm and is stretched 6 cm. Determine the object's spring potential energy.A system in which only one particle can move has the potential energy shown in (Figure 1). Suppose U₁ = 80 J. Figure U (J) U₁ 0 1 2 T 3 4 5 y (m) 1 of 1 Part A What is the y-component of the force on the particle at y = 0.5 m ? Express your answer with the appropriate units. Fy = Submit Part B Fy = Submit μA Value Request Answer What is the y-component of the force on the particle at y = 4 m? Express your answer with the appropriate units. Provide Feedback μà Value Units Request Answer ? Units ?
- 4. Suppose you fire a mass m straight vertically upwards from a spring that is known to have been compressed a distance x from its equilibrium position, and the mass reaches a maximum height of h above its launch point. Using the conservation of energy, derive an expression for the spring constant k of the spring.Please answer and solve the question correctly. Thank you!1.The work required to stretch a certain spring from an elongation of 4.00 cm to an elongation of 5.00 cm is 30.5 J. (a) Is the work required to increase the elongation of the spring from 5.00cm to 6.00 cm greater than, less than, or equal to 30.5 J?Draw and Explain. (b)Verify your answer to part (a) by calculating the required work.
- An object with mass m dropped from rest from height H, after travelling a distance and emerged horizontally from the bottom of the track with a velocity v and height of h. H The mechanical energy of the mass as it emerges from the bottom of the track. O mgH O mgh mgH + mv² Omgh + mv²A small box with mass m is released from rest by a spring compressed a 3. distance d. The spring constant is k. After being released, the object slides along a frictionless track. What is the speed of the box when it reaches point B at height h/2? What must be the value of d so that the box comes to rest at the top of the track at point C? Law B h m Application A4