For the type 2 projectile motion as shown, the ball is fired at 24 m/s with a launch angle of 300 upward. The initial ve

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answerhappygod
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For the type 2 projectile motion as shown, the ball is fired at 24 m/s with a launch angle of 300 upward. The initial ve

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For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 1
For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 1 (23.79 KiB) Viewed 28 times
For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 2
For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 2 (32.02 KiB) Viewed 28 times
For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 3
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For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 4
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For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 5
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For The Type 2 Projectile Motion As Shown The Ball Is Fired At 24 M S With A Launch Angle Of 300 Upward The Initial Ve 6
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For the type 2 projectile motion as shown, the ball is fired at 24 m/s with a launch angle of 300 upward. The initial velocity along x- and y-direction are respectively. OA) 12 m/s and 21 m/s B) 21 m/s and 12 m/s OC) -12 m/s and -21 m/s D) -21 m/s and -12 m/s

2D Motion (Optional/Bonus). Kilauea in Hawaii is the world's most continuously active volcano. Suppose a large rock is ejected from the volcano with a speed of 25.0 m/s and at an angle 35.0° above the horizontal, as shown below. The rock strikes the side of the volcano at an altitude 20.0 m lower than its starting point. V-25 m/s L 35 20 m Z

What are the three pieces of information about the motion along x-direction, such as the initial and final speed and acceleration along x-direction? What are the three pieces of information about the motion along y-direction, such as the initial velocity, acceleration and final displacement along y-direction?

Calculate the time it takes the rock to follow this path. Remember the time is determined by the motion along vertical (y) direction, and you will need the quadratic formula: t = (-b+/-sqrt(b^2-4ac)/(2a).

Calculate the range of the rock (the distance along x-direction).

What are the x- and y-component of the velocity when the rock hits the ground?
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