A diver jumps off a cliff of height h at an angle 0 = 58° (see figure). He reaches a maximum height ofhmax= 21 m above the top of the cliff before falling to the water below. He hits thewater X=215 m from the base of the cliff. Determine the speed of the diver just before he hits thewater, VĄ. Take g=10m/s<. Round your answer to one decimal place.yJhmaxh

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Description: A diver jumps off a cliff of height h at an angle 0 = 58° (see figure). He reaches a maximum height ofhmax= 21 m above the top of the cliff before falling to the water below. He hits thewater X=215 m from the base of the cliff. Determine the speed o

Given that the value of angle and maximum height and distance. Then We have to determine the value…

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A diver jumps off a cliff of height h at an angle 0 = n max= 21 m above the top of the cliff before falling to the water below. He hits the 580 (see figure). He reaches a maximum height of water X=215 m from the base of the cliff. Determine the speed of the diver just before he hits the water, VA. Take g=10m/s-. Round your answer to one decimal place. y hmax h

A diver jumps off a cliff of height h at an angle 0 = n max= 21 m above the top of the cliff before falling to the water below. He hits the 580 (see figure). He reaches a maximum height of water X=215 m from the base of the cliff. Determine the speed of the diver just before he hits the water, VA. Take g=10m/s-. Round your answer to one decimal place. y hmax h

Classical Dynamics of Particles and Systems

5th Edition

ISBN:9780534408961

Author:Stephen T. Thornton, Jerry B. Marion

Publisher:Stephen T. Thornton, Jerry B. Marion

Chapter2: Newtonian Mechanics-single Particle

Section: Chapter Questions

Problem 2.6P: In the blizzard of ’88, a rancher was forced to drop hay bales from an airplane to feed her cattle....

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WRITE THE ANSWER IN 10 MINUTES PLEASE ! ! ! A diver jumps off a cliff of h at an angle of TETA=41 DEGREE (see figure below). He reaches a maximum height of hmax=3m above the top of the cliff before falling to the water below. He hits the water x=47m from the base of the cliff. Determine the speed of the diver just before he hits the water, vA=?. Express your answer in units of m/s. Take g=9.80m/s2. Round your answer to zero decimal places.
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