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Table (2) Horizontal velocity of the projectile Vx= X/T Distance X Time of (m) 7.65 flight (T) s 8.50 14.63 18.93 21.23 26.83 7- What are your observations from Table (2). 8- Calculate the acceleration of the ball just before it hits the ground. 9- What's the relationship between the range and air resistance?

Table (2) Horizontal velocity of the projectile Vx= X/T Distance X Time of (m) 7.65 flight (T) s 8.50 14.63 18.93 21.23 26.83 7- What are your observations from Table (2). 8- Calculate the acceleration of the ball just before it hits the ground. 9- What's the relationship between the range and air resistance?

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Measure the time of flight for different horizontal distances as shown in the Table 2

Table (2)

Distance X (m)

Time of flight (T) s

Horizontal velocity of the projectile vx= X/T

7.65

    

8.50

    

14.63

    

18.93

    

21.23

    

26.83

    

 

7- What are your observations from Table (2)?

8- Calculate the acceleration of the ball just before it hits the ground.

9- What’s the relationship between the range and air resistance?

Table (2) Horizontal velocity of the projectile V= X/T Distance X Time of (m) 7.65 flight (T) s 8.50 14.63 18.93 21.23 26.83 7- What are your observations from Table (2). 8- Calculate the acceleration of the ball just before it hits the ground. 9- What's the relationship between the range and air resistance?
Transcribed Image Text:Table (2) Horizontal velocity of the projectile V= X/T Distance X Time of (m) 7.65 flight (T) s 8.50 14.63 18.93 21.23 26.83 7- What are your observations from Table (2). 8- Calculate the acceleration of the ball just before it hits the ground. 9- What's the relationship between the range and air resistance?
Part II Objective: To verify that the horizontal component of the velocity (Vx) of the projectile is constant during its motion. Procedures: 1- Open the same link: https://phet.colorado.edu/sims/html/projectile-motion/latest/projectile- motion_en.html 2- Set the height at zero level, H=0 m as shown: Initial Values Height: 0 m Angle: 30 Speed: 17 m's Cannonball Mass 1.17 kg Diametar 0.67 m Adjust the launcher at 30° Gravity 9.81 m's Time 0.87s O Air Rosistance A Range 12.76 m Altitude Helght 3.68 m Drag Cooficiont 0.47 Range (x) 266 m Intial Speed 17 mis II O O Normel • Slow 3- Adjust the launcher at 0 4- Set the initial velocity of the projectile y at 15m/s. (you are free to select the initial velocity) 5- Fix the height (H), initial velocity (K) and the angle (0) at the above values and don't change them during this part. 6- Measure the time of flight for different horizontal distances as shown in the 30°. Table 2.
Transcribed Image Text:Part II Objective: To verify that the horizontal component of the velocity (Vx) of the projectile is constant during its motion. Procedures: 1- Open the same link: https://phet.colorado.edu/sims/html/projectile-motion/latest/projectile- motion_en.html 2- Set the height at zero level, H=0 m as shown: Initial Values Height: 0 m Angle: 30 Speed: 17 m's Cannonball Mass 1.17 kg Diametar 0.67 m Adjust the launcher at 30° Gravity 9.81 m's Time 0.87s O Air Rosistance A Range 12.76 m Altitude Helght 3.68 m Drag Cooficiont 0.47 Range (x) 266 m Intial Speed 17 mis II O O Normel • Slow 3- Adjust the launcher at 0 4- Set the initial velocity of the projectile y at 15m/s. (you are free to select the initial velocity) 5- Fix the height (H), initial velocity (K) and the angle (0) at the above values and don't change them during this part. 6- Measure the time of flight for different horizontal distances as shown in the 30°. Table 2.
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