Analyze the flight of a thrown ball. Learners determine the maximum height of a thrown ball and the time it takes to hit the ground given its initial speed. They continue to review different scenarios with different maximums or...

Match graphs with the correct scenario for the projectile motion by understanding velocity, acceleration, and displacement.

Practice problems dealing with displacement, velocity, and acceleration vectors for horizontally launched projectiles. In these practice problems, students will compare initial speed and time in the air for multiple projectiles.

Can you predict how the components of projectile's velocity and acceleration change during their trajectory? This practice includes questions for students to test their problem solving skills with angled launch projectile vectors.

Students must determine the landing location of a projectile that started as a box sliding across a rough surface. Students must first find the speed of the box when it has reached the end of the table and then treat the box as a...

Students must predict the maximum height reached by a projectile based on energy conservation.

Students must find the spring constant of a spring based on the distance a projectile travels when fired by the spring.

Students must determine where a soccer ball will land based on the speed with which it is kicked. Students will also need to find the time in the air and the maximum height obtained by the projectile. This problem does not take place on...

Students must determine where a soccer ball will land based on the speed with which it is kicked. Students will also need to find the time in the air and the maximum height obtained by the projectile. This problem does not take place on...

Students must predict the difference in the landing locations of two projectiles.

Students must predict the distance traveled by a person on a BMX bike. The person will start with potential energy due to gravity and then convert it into KE. They will then hit a ramp and become a projectile. You have to predict how far...

Students must find the distance that Joey will travel as a projectile based on the kinetic energy that he possesses.

Students must predict the difference in the landing speeds of two projectiles.

Students must determine where a soccer ball will hit a wall based on the speed with which it is kicked. Students will also need to find the time in the air in milliseconds. This problem does not take place on Earth.

Students must predict the landing location of a person jumping over a gap on their motorcycle.

Students will determine maximum height obtained by an object tossed upward off the roof of a high school. They will also find the total time aloft and the speed with which the object will impact the ground. The acceleration due to...