Projectile Motion basketball shot

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SUMMARY

The discussion focuses on calculating the initial resultant velocity of a basketball shot and determining its maximum height. The player shoots from a distance of 15 meters at an angle of 55 degrees, with the hoop height set at 3 meters. To find the initial velocity, trigonometric functions are applied, specifically using the horizontal component of the motion. The discussion emphasizes the importance of rearranging equations to derive the necessary values.

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  • Knowledge of trigonometric functions and their applications
  • Familiarity with kinematic equations
  • Basic algebra for rearranging equations
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  • Study the equations of motion for projectile trajectories
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kara1434
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eek.
I need help.

A basketball player shoots a basketball into a hoop to score a "point". The height of the hoop is 3m. The shooter stands 15 m from the basket and shoots the ball at a 55 degree andle from the horizontal. Assume the height of player is 0.

Need to find:
1) The baslketball's initial resultant velocity.
2) The maximum height of the basketball.
 
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I think you need to use trigonometry and rearrange the equation for the horizontal component (because you have been given it) to get the inital resultant velocity (u).
hope that gives you a start
 
discombobulated said:
I think you need to use trigonometry and rearrange the equation for the horizontal component (because you have been given it) to get the inital resultant velocity (u).
hope that gives you a start

that helped a lot! thanks
 

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