A pinball machine launch ramp is constructed by placing a spring of force constant ? at the bottom of a ramp of length ? inclined at 30 degree. The spring is compressed at a distance of x= √mgL/k (sqrt mgL/k) so that when launched, the pinball (sphere of mass m and radius r) barely reaches the top of the ram without rolling back. How, suppose that the ramp is waxed, so there is no friction. Find the distance the spring should be compressed, this time, so that the ball just makes it to the top of the ramp.
A pinball machine launch ramp is constructed by placing a spring of force constant ? at...
A pinball machine launch ramp is constructed by placing a spring of force constant ? at the bottom of a ramp of length ? inclined at 30 degree. If the spring is being compressed at a distance of x= √mgL/k (sqrt mgL/k), find the ball's speed immediately after being launched.
A pinball machine launch ramp is constructed by placing a spring of force constant ? at the bottom of a ramp of length ? inclined at 30 degree. Suppose the ramp is now waxed, so there is is no friction. What is the distance the spring should be compressed so that the ball just makes it to the top of the ramp?
answer was root mgL/k * sqr root mgL/k A pinball machine launch ramp is constructed by placing a spring of force constant k at the bottom of a ramp of length L inclined at 30°. This is the second of three questions that refer to the pinball machine. What is the ball's speed immediately after being launched, given your answer to the first question? A pinball machine launch ramp is constructed by placing a spring of force constant ke at...
A pinball machine launch ramp is constructed by placing a spring of force constant k at the bottom of a ramp of length L inclined at 30 ∘ . This is the third of three questions that refer to the pinball machine. Now suppose that the ramp is waxed, so there is no friction. What is the distance the spring should be compressed, this time, so that the ball just makes it to the top of the ramp?
A pinball machine launch ramp is constructed by placing a spring of force constant k at the bottom of a ramp of length L inclined at 30°. This is the third of three questions that refer to the pinball machine. Now suppose that the ramp is waxed, so there is no friction. What is the distance the spring should be compressed, this time, so that the ball just makes it to the top of the ramp?
A pinball machine launch ramp is constructed by placing a spring of force constant kat the bottom of a ramp of length L inclined at 30 degrees . This is the third of three questions that refer to the pinball machine Now suppose that the ramp is waxed, so there is no friction. What is the distance the spring should be compressed, this time , so that the ball just makes it to the top of the ramp?
A pinball machine is constructed by placing a spring of force constant k at the bottom of a ramp length L inclined at 30 degrees. You want to launch the pinball (sphere with mass m and radius r) so that it can barely reach the top of the ram without rolling back. Find the distance that the spring should be compressed. (assume friction is bug enough so that the balls begins to roll without slipping immediately after the launch)
The ball launcher in a pinball machine has a spring that has a force constant of 1.20 N/cm (Fig. P7.63). The surface on which the ball moves is inclined 10.0 degree with respect to the horizontal. If the spring is initially compressed 4.50 cm, find the launching speed of a 90 g ball when the plunger is released. Friction and the mass of the plunger are negligible.
A 43.2 g pinball starts at the top of a frictionless pinball table inclined at 45.0°. If the ball is released and the spring at the bottom is compressed 0.0600 m and has a spring constant of k = 24.0 N/m, how far back up the pinball table will the pinball travel before rolling back down again?
Please help with BOTH parts. [2] In a pinball machine, a ball of mass 70 g 0.07 kg) is launched up an incline by a spring. Assume the spring has a force constant of k = 1202and that the board the ball is launched onto is inclined at 10° from the horizontal. (a) If the spring is compressed by 4 cm (.04 m), to what height does the ball go above its launching point? (Ignore friction and any energy taken...