An ice skater is gliding horizontally across the ice with an
initial velocity of +6.04 m/s. The coefficient of kinetic friction
between the ice and the skate blades is 0.0804, and air resistance
is negligible. How much time elapses before her velocity is reduced
to +2.91 m/s?
An ice skater is gliding horizontally across the ice with an initial velocity of +6.04 m/s....
Help me solving this A skater with an initial speed of 6.40 m/s stops propelling himself and begins to coast across the ice, eventually coming to rest. Air resistance is negligible (a) The coefficient of kinetic friction between the ice and the skate blades is 0.0550. Find the deceleration caused by kinetic friction (b) How far will the skater travel before coming to rest?
A skater with an initial speed of 3.5 m/s stops propelling himself and begins to coast across the ice, eventually coming to rest. Air resistance is negligible. If the coefficient of kinetic friction between the ice and the skate blades is 0.08, find the acceleration caused by kinetic friction.
A 60 kg skater is gliding across frictionless ice at 4.0 m/s. Air resistance is not negligible. You can model the skater as a 170-cm-tall, 36-cm-diameter cylinder.Part AWhat is the skater's speed 6.0 s later?
An object with cross section A is shot horizontally across frictionless ice. Its initial velocity is v0x at t0=0s. Air resistance is not negligible. A 1.8 m wide, 1.5 m high, 1700 kg car with a drag coefficient of 0.35 hits a very slick patch of ice while going 24 m/s . Air resistance is not negligible. If friction is neglected, how long will it take until the car's speed drops to 11 m/s ? To 5.0 m/s ?
5))A 40 kg ice skater is gliding along the ice, heading due north at 4.4 m/s. The ice has a small coefficient of static friction, to prevent the skater from slipping sideways, but µk = 0. Suddenly, a wind from the northeast exerts a force of 4.0 N on the skater. (a) Use work and energy to find the skater's speed after gliding 90 m in this wind. m/s (b) What is the minimum value of µs that allows her...
An ice skater glides on one skate, across a thin film of water that forms on the ice surface due to the pressure exerted by the skater. However, the water lm that supports the skate also causes deceleration (so does drag on the body of the skater with the air, but consider only the skate and water film here). The skater has a mass of 55 kg. The skate contact surface is 29 cm long and 3 mm wide. The...
During a pair ice skating, a 60-kg female ice skater leaps into the air and is caught by her 70-kg partner who was stationary. a. Assuming negligible friction on ice what is the velocity of the pair if the horizontal velocity of the female skater right before she was caught in the air was 5 m/s? b. What is the total KE before she was caught? What is the total KE after she was caught? c. Knowing that the skaters...
An ice skater of mass m is given a shove on a frozen pond. After the shove, she has a speed of Vo = 2 m/s. Assuming that the only horizontal force that acts on her is a slight frictional force between the blades of the skates and the ice: Draw a free body diagram showing the horizontal force and the two vertical forces that act on her. Identify these forces. Use the work-energy theorem to find the distance the...
In an ice show a 65.0 kg skater leaps into the air and is caught by an initially stationary 70.0 kg skater. (a) What is their final velocity assuming negligible friction and that the leaper's original horizontal velocity was 4.00 m/s? (b) How much kinetic energy is lost? J
Two ice skaters are gliding together along the ice, both moving at the same, constant velocity (sliding without exerting a force). The first skater (the one in the back), with mass M1 = 62.3 kg, pushes the second skater (the one in front), with mass M2 = 70.4 kg, directly forward in the direction they are initially moving. After the push the first skater is not moving (velocity = 0) and the second skater is moving with a velocity of...