You could solve that equation for the time it takes to reach the horizontal position of the goal post.Josh0768 said:
I assume you would like us to tell you where you are going wrong. Just a moment while I get out my crystal ball...Josh0768 said:
according to me the answer should be "G". Use equation of trajectory and put x=32.3 v=22.2 and theta=49.4 after plugging in the values you should get some "y" after that just subtract the height of the goal post.Josh0768 said:
The kinematics of a kicked football refers to the study of the motion of the football as it is kicked. This includes the initial velocity, acceleration, and trajectory of the football.
The kinematics of a kicked football can be affected by various factors, such as the initial velocity and angle of the kick, air resistance, and the surface on which the football is kicked.
The initial velocity of the kick is one of the most important factors in determining the kinematics of a kicked football. A higher initial velocity will result in a longer kick and a greater distance traveled by the football.
Linear motion refers to the movement of the football in a straight line, while rotational motion refers to the spinning motion of the football. Both types of motion are present in the kinematics of a kicked football and can affect the trajectory and distance traveled by the football.
Air resistance, also known as drag, can slow down the motion of a kicked football. This means that the football may not travel as far as it would without air resistance. The shape and surface of the football can also affect the amount of air resistance it experiences.