Could you check my work on D and B (D) The kinetic energy of the block is at a maximum at x = A.(E) The kinetic energy of the block is always equal to the potential energy of the spring.4. A 2-kilogram block is dropped from a height of 0.45 meter above anuncompressed spring, as shown above. The spring has a spring constant of 200 N/mand negligible mass. The block strikes the end of the spring and sticks to it.a. Determine the speed of the block at the instant it hits the end of the spring.U₂ = k mgh mu² *9=½/2v² 1.8= √² (v = 1.3416 m/s)b. Determine the force in the spring when the block reaches the equilibrium position20=-200-X X = 1mF=my=(200my-kxc. Determine the distance that the spring is compressed at the equilibrium position•Imd. Determine the speed of the block at the equilibrium positionY = 1/2mv ²½kx²=-2²-200=4T0.45 m2 kg- 200 N/m8=2v²v-2m/e. Is the speed of the block a maximum at the equilibrium position, explain.it is theYes,Point where there is no force being applied by thespring. An instant earlier and it is still accelerating, loter it is decelerating.

Name: Could you check my work on D and B (D) The kinetic energy of the block
Uploaded: 2024-03-20T06:58:04.000Z
Channel: Bartleby
Description: Could you check my work on D and B (D) The kinetic energy of the block is at a maximum at x = A.(E) The kinetic energy of the block is always equal to the potential energy of the spring.4. A 2-kilogram block is dropped from a height of 0.45 meter abo