A Ball is Kicked at an Angle of 60° with an Initial Velocity of 10 m/s
Kinematics of a Projectile
Calculation of Distance Traveled
The distance the ball travels, in meters, is: Answer: The ball travels a distance of 8.84 m Explanation: Range is defined as the horizontal distance from the point of projection to the point where the projectile hits the projection plane again. The formula to calculate the range is: R = (U²sin2∅)/g ............... Equation 1 Where: R = range U = initial velocity ∅ = angle of projection g = acceleration due to gravity Given: U = 10 m/s ∅ = 60° Constant: g = 9.8 m/s² Substituting these values into equation 1, we get: R = [10²×sin(2×60)]/9.8 R = (100sin120)/9.8 R = 100×0.8660/9.8 R = 86.60/9.8 R = 8.84 m Therefore, the ball travels a distance of 8.84 meters in its projectile motion.What is the definition of range in projectile motion?
In projectile motion, range is defined as the horizontal distance from the point of projection to the point where the projectile hits the projection plane again.