Use physics to explain the probability of a rugby ball, basketball, foam ball, volleyball, medicine ball, and baseball going into a basketball hoop, and generate a video no longer than 60 seconds.
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When analyzing the probability of different balls entering a basketball hoop, physics reveals key factors. Size matters most - a basketball fits optimally, while smaller balls like baseballs require extreme precision. Shape affects trajectory - spherical balls are predictable, but rugby balls tumble unpredictably.
Projectile motion determines success probability. Each ball follows a parabolic path governed by initial velocity and gravity. The optimal launch angle is around 45 to 50 degrees. Air resistance affects lighter balls more, making their trajectories less predictable than heavier ones.
Size and shape critically affect success probability. A basketball hoop has a 45-centimeter diameter. Basketball at 24 centimeters fits optimally with good clearance. Volleyball is slightly smaller at 21 centimeters. Medicine balls at 35 centimeters barely fit. Baseball at only 7 centimeters requires extreme precision. Rugby balls, being non-spherical, face unpredictable entry challenges.
Mass significantly affects trajectory stability. Heavy balls like medicine balls resist air resistance and wind, maintaining predictable paths. Light balls like foam balls drift easily with air currents. Basketball at 0.6 kilograms balances mass and throwability. Volleyball and baseball show moderate wind sensitivity, while foam balls are highly unpredictable in windy conditions.
Based on physics analysis, basketball ranks first with optimal size and design. Volleyball takes second place with good size but lighter weight. Medicine ball ranks third - heavy and stable but harder to throw accurately. Foam ball is fourth, affected by air resistance. Baseball ranks fifth due to its tiny size requiring extreme precision. Rugby ball ranks last due to its unpredictable non-spherical shape.