On planet #3, you fire a projectile horizontally from the edge of a vertical cliff 55.6...
On planet #3, you fire a projectile horizontally from the edge of a vertical cliff 55.6 m above the ground, with an initial speed of 50.1 m/s. The projectile lands 55.1 m away from the base of the cliff. What is the value of g for planet #3?
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On planet #3, you fire a projectile horizontally from the edge
of a vertical cliff 55.6...
On Planet A you fire a projectile horizontally from the edge of a vertical cliff 65.2...
On Planet A you fire a projectile horizontally from the edge of a vertical cliff 65.2 m above the ground, with an initial speed of 76.4 m/s. The projectile lands 43.8 m away from the base of the cliff-- What is the value of g for Planet A? On Planet B you fire a projectile from the ground at an initial speed of 61.2 m/s at an angle of 45.5 degrees above the horizontal. The projectile lands 31.3 m away...
On planet #3, you fire a projectile horizontally from the edge of a vertical cliff 56.9...
On planet #3, you fire a projectile horizontally from the edge of a vertical cliff 56.9 m above the ground, with an initial speed of 30.4 m/s. The projectile lands 20.6 m away from the base of the cliff. What is the value of g for planet #3?
On planet number 3 you fire a projectile horizontally from the edge of a vertical cliff...
On planet number 3 you fire a projectile horizontally from the edge of a vertical cliff 80m above the ground with an initial speed of 60.2 m/s. The projectile lands 5.81 m away from the base of the cliff. What is the value of g for the planet number 3
On planet number 3 you fire a projectile horizontally from the edge of a vertical cliff...
On planet number 3 you fire a projectile horizontally from the edge of a vertical cliff 80m above the ground with an initial speed of 60.2 m/s. The projectile lands 5.81 m away from the base of the cliff. What is the value of g for the planet number 3
On planet #4, you fire a projectile from the ground at an initial speed of 66.6...
On planet #4, you fire a projectile from the ground at an initial speed of 66.6 m/s at an angle of 48.4 degrees above the horizontal. The projectile lands 63.7 m away from the launch point. What is the value of g for planet #4?
14.On planet #4, you fire a projectile from the ground at an initial speed of 66.1...
14.On planet #4, you fire a projectile from the ground at an initial speed of 66.1 m/s at an angle of 49.2 degrees above the horizontal. The projectile lands 25.7 m away from the launch point. What is the value of g for planet #4? 7.6 m/s^2 168.2 m/s^2 128.7 m/s^2 9.9 m/s^2 15.On planet #5, a stone dropped from a height of 30.6 m above the ground will hit the ground at a speed of 57.3 m/s. What is...
On planet #4, you fire a projectile from the ground at an initial speed of 55.5...
On planet #4, you fire a projectile from the ground at an initial speed of 55.5 m/s at an angle of 66.8 degrees above the horizontal. The projectile lands 34.2 m away from the launch point. What is the value of g for planet #4? 19.4 m/s^2 65.2 m/s^2 82.8 m/s^2 15.3 m/s^2
on earth 1, you fire a projectile from the ground at an initial speed of 30.8...
on earth 1, you fire a projectile from the ground at an initial speed of 30.8 m/s at an angle of 41.4 degrees above the horizontal. The projectile lands 78.0 m away from the launch point. What is the value of g for earth 1?
A projectile is shot from the edge of a cliff 115 mabove ground level with...
A projectile is shot from the edge of a cliff 115 m above ground level with an initial speed of 65.0 m/s at an angle of 35.0 with the horizontal, as shown inthe figure. (a) Determine the time taken by theprojectile to hit point P at ground level. (b)Determine the distance X of point P from the base ofthe vertical cliff. At the instant just before theprojectile hits point P, find (c) the horizontal and thevertical components of its velocity, (d)...
A projectile is launched from the edge of a 50 m high vertical cliff at an...
A projectile is launched from the edge of a 50 m high vertical cliff at an angle of 30° above horizontal. The projectile hits the ground at a distance of 150 m from the bottom of the cliff. Find the initial and final velocities of the projectile (magnitude and direction) as well as the total displacement performed by the projectile.
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