A roller coaster cart is moving over the top of a circular hill that has a diameter of 56.3 m. What is the fastest safe speed that the roller cart can go over the top of the hill? (that is, at what speed will the cart begin to lose contact with the track?). Assume a coefficient of friction of 0.3.
A roller coaster cart is moving over the top of a circular hill that has a...
PLEASE ANSWER CORRECTLY THE CORRECT ANSWER IS 46
A roller coaster cart starts at the top of a quarter circular
hill (no friction) of some radius at a speed of 11.8
m/s. At the bottom of the hill it encounters a
horizontal surface with friction and the coefficient of kinetic
friction is 0.55. It travels over that horizontal surface for 8
meters and encounters a frictionless loop with a radius of 23
meters. If it is to just barely make...
A huge spring launched a cart with passengers into a roller-coaster with a circular loop, which has a radius of 8.00 meters. The whole roller-coaster is frictionless. At the top of a circular loop, the cart is moving with a speed of 10.0 m/s. The total mass of the cart with the passengers is 450 kg. a. [5] With that speed, does the cart stay in contact with the roller-coaster at the top of the loop? b. [2] At the...
A roller coaster car is going over the top of a 15 m- radius circular rise. At the top of the hill, the passengers "feel light" with an apparant weight only 50% of their true weight. How fast is the roller coaster moving?
A roller coaster car is going over the top of a 12-m-radius circular rise. At the top of the hill, the passengers "feel light," with an apparent weight only 60% of their true weight. How fast is the coaster moving?
A roller coaster car is going over the top of a 16-m-radius circular rise. At the top of the hill, the passengers "feel light," with an apparent weight only 60% of their true weight. How fast is the coaster moving?
B c d
A roller coaster cart and passengers has a capacity of 2,000Ag. The roller coaster needs to be designed such that the cart and passengers can make it around a loop that has a radius of 20m. At the top f the loop draw the Flee Body Diagram for the cart Write Newton's 2^nd Law equation(s) at the top of the loop. What condition is required for the cart to remain in contact with the track at the...
Imagine a roller coaster that starts at the top of a big hill, and goes immediately into a loop-the-loop. If the mass of you and the cart is 50 kg, and the loop is 30 m tall, how high does the hill have to be so that you make it through the loop without falling off? Assume there is no friction. Be exact in your calculation.
A 4,500-kg roller coaster cart has a speed of 4.76 m/sm/s when it reaches its first peak at a 99.0 mm height from the ground level. After descending, it climbs up the second hill which is 84.2 mm above the ground level. How fast is the roller coaster cart at the top of the second hill? Assume there is no friction with the rails and no air resistance during the cart's motion.
E) 39.2 J What 40. A roller-coaster car is moving at 20 m/s along a straight horizontal track. will its speed be after climbing the 15-m hill shown in the figure, if friction is ignored E) 39.2 J What 40. A roller-coaster car is moving at 20 m/s along a straight horizontal track. will its speed be after climbing the 15-m hill shown in the figure, if friction is ignored
A 200-kg roller coaster reaches the top of the steepest hill with a speed of 5.60 km/h. It then descends the hill, which is at an angle of 25° and is 58.0 m long. What will its kinetic energy be when it reaches the bottom? Assume µk = 0.10. A boy pulls a 20.0-kg box with a 130-N force at 33° above a horizontal surface. If the coefficient of kinetic friction between the box and the horizontal surface is 0.29...