You are experimenting with a cart on a track that can launch a ball straight up into the air. (1) Suppose the cart is moving at 2.0 m/s along the horizontal track and the ball is launched to a height of 1 m above the level of the cart. How far away will the cart catch the ball? (2) Now you tilt the track to 10° and let the cart go from rest at the moment the ball is launched. How far away will the cart catch the ball? (The ball reaches same max height of 1 m above the level of the cart) (HINT: use the tilted coordinate system)
You are experimenting with a cart on a track that can launch a ball straight up...
You are experimenting with a cart on a track that can launch a ball straight up into the air. (1) Suppose the cart is moving at 2.0 m/s along the horizontal track and the ball is launched to a height of 1.0 m above the level of the cart. How far away will the cart catch the ball? (2) Now you tilt the track to 10° and let the cart go from rest at the moment the ball is launched....
You launch a projectile from level ground at a speed of 25.0 m/s and an angle of 36.9∘ above the horizontal. a) How long after it is launched does the projectile reach its maximum height above the ground? b) What is the maximum height of the projectile? c) How long after the projectile is launched does it return to ground level? d) How far from its launch point does the projectile land?
A ball is launched at 100 m/s at 75 degrees below the horizontal from a 50m tall building. a.) How high does the ball go above the building? b.) How far away does the ball land from the launch site? c.) What is its velocity in both the x-direction and in the y-direction at impact?
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...
A true story: A fungus projects its spores in such a way that during the launch the spore has the largest acceleration ever recorded in nature. In the process of launching, the spore reaches a speed of 25.0 m/s (around 56 mph) in just 14.0 millionths of a second (that is, 14.0×10^-6 sec). a) Assuming the spore experiences constant acceleration during its launch, what is the magnitude of the acceleration? (You can ignore the spore’s weight in this part) For...
Suppose that you loft the ball with an initial speed of v = 15.2 m/s, at an angle of θ = 49.2° above the horizontal. At this instant your opponent is d = 10.0 m away from the ball. He begins moving away from you 0.250 s later, hoping to reach the ball and hit it back at the moment that it is h = 2.09 m above its launch point. With what minimum average speed must he move?
A ball is thrown towards a wall with an initial speed of 25.0
m/s, starting at 8.20 m above the ground. The height of the wall is
10.0 m and it is located 20.0 m from the launch point of the ball.
You may assume projectile motion for the ball. (SEE DIAGRAM IN
PICTURE BELOW)
a) When the ball passes directly above the wall, how high above
the wall is it? What is the velocity of the ball
when it...
(10 marks) A small catapult is used to launch 1.5 kg water balloons straight up into the air. A clever student is able to measure the speed of the water balloon while it is rising up into the air. She finds that the water balloon is 8.0 m above the catapult it is moving at a speed of 20.0 m/s. (For the purposes of this question, assume that the catapult is positioned in a small hole so that the height...
(10 marks) A small catapult is used to launch 1.5 kg water balloons straight up into the air. A clever student is able to measure the speed of the water balloon while it is rising up into the air. She finds that the water balloon is 8.0 m above the catapult it is moving at a speed of 20.0 m/s. (For the purposes of this question, assume that the catapult is positioned in a small hole so that the height...
A ball is thrown horizontally of a cliff. If the initial speed of the ball is (15.0+A) m/s and the cliff is (25.0+B) m high, how far from the base of the cliff will the ball land in the water below? Calculate the answer in meters (m) and rounded to three significant figures. A=8 B=58 A water balloon is launched at a speed of (15.0+A) m/s and an angle of 36 degrees above the horizontal. The water balloon hits a...