This Short Answer question also works as a part of the AP Physics C: Mechanics curriculum.

This Paragraph Argument Short Answer question also works as a part of the AP Physics C: Mechanics curriculum.

This Free Response Question includes the following concepts: Free Body Diagrams (or Force Diagrams), Static and Kinetic Friction, Tension, Force Normal, Force of Gravity, Newton's Second Law (many times), a Multiple Bock System and a...

When the forces in a free body diagram don’t change students often think that Newton’s Second Law will yield the same results. This demonstration shows that is not true. This is a step-by-step analysis of tension force as a function of...

What is the maximum linear speed a car can move over the top of a semi-circular hill without its tires lifting off the ground? The radius of the hill is 1.8 meters.

A turntable is turning 45 revolutions per minute. Mints are located 0.030 m, 0.080 m, and 0.130 m from the center of the record. Determine what you can about the coefficient of static friction between the turntable and the mints.

A 453 g toy car moving at 1.05 m/s is going over a semi-circular hill with a radius of 1.8 m. When the car is at the top of the hill, what is the magnitude of the force from the ground on the car?

Review of all of the Dynamics topics covered in the AP Physics 1 curriculum.

Analyzing the forces acting on a bucket of water which is revolving in a vertical circle.

A 0.453 kg toy car moving at 1.15 m/s is going up a semi-circular hill with a radius of 0.89 m. When the hill makes an angle of 32° with the horizontal, what is the magnitude of the force normal on the car?

Lesson 5 (Free Body Diagrams) of Dianna's Intro Physics Class on Physics Girl. Never taken physics before? Want to learn the basics of physics? Need an AP Physics 1 review before the exam? This course is for you! Exercises in this video:...

What is the minimum angular speed necessary to keep water in a vertically revolving bucket? The rope radius is 0.77 m.

Calculus based review of Newton’s three laws, basic forces in dynamics such as the force of gravity, force normal, force of tension, force applied, force of friction, free body diagrams, translational equilibrium, the drag or resistive...

Understand the forces acting on an object on an incline by analyzing the forces on a “floating block”.

In order to use Newton’s Second Law, you need to correctly draw the Free Body Diagram. This problem explains a common mistake students make involving the force applied. We also review how to find acceleration on a velocity as a...

This video could also be called "Finding the Force of Friction between a Dynamics Cart and Track” because we use Newton’s Second Law to analyze a demonstration and show how negligible the force of friction really is.

The application of Newton’s Second Law is when you really understand what the net force equals mass times acceleration where both force and acceleration are vectors really means. Therefore, we introduce Newton’s Second Law and then do...

Learn how to solve problems that have Free Body Diagrams!

Learn how to solve a basic tension force problem with demonstration!

Resolve the force of gravity into its parallel and perpendicular components so you can sum the forces.

This video is a lesson on free body diagrams. It explains what free body diagrams are, the steps involved in making them, and how to use them to analyze both static and dynamic situations. The lesson also covers how to apply Newton's...

In this live-action program viewers will learn A free body diagram is a simple diagram that shows the magnitude and direction of all the forces that are acting upon an object or body in any given situation.

Students will come to...

The video explains the concept of cables under static loads, where they can support forces in tension but not in compression. It also illustrates how cables can support concentrated loads and how to determine the forces involved in such...

Determine if the book moves or not and the acceleration of the book. It's all about static and kinetic friction.