
This 1D example applies Newton's first law: constant velocity means net force zero. Sum forces (5 N right, 3 N left) to get F3 = -2 N (2 N left).
Explore the variety of forces that act on objects, including gravity, spring, tension, normal, friction, drag, buoyant, and thrust forces, and how they influence motion.
Form a two-dimensional equilibrium problem for a 100-newton stoplight by drawing a free-body diagram, resolving tensions T1 and T2 into x and y components, and applying equilibrium equations to solve.
Analyze action–reaction pairs by examining forces on a cantaloupe, the table, and the earth, including gravity, and identify the corresponding forces on different objects using free-body diagrams.
Explore a set of ten multiple-choice problems on contact and friction forces, and practice free body diagrams with labeled forces to reach solutions.
draw free body diagrams for the three blocks and apply action-reaction and contact-force concepts; on a frictionless table, F must exceed n1 and n2 for a common rightward acceleration.
Learn to set up pulley problems with free body diagrams and Newton's second law, then solve for quantities; explore one- or two-spring systems to find stretch.
Learn two ways to solve a frictionless pulley problem with two masses using free body diagrams and Newton's laws; eliminate tension and apply limits to find the acceleration.
Analyze two identical springs in series supporting a 5 kg mass to find each spring's stretch and the total extension using Hooke's law and equilibrium.
Explore uniform circular motion by examining objects moving in circles with constant speed, from satellites to cars on turns, as a direct application of Newton's second law.
Draw a free body diagram, choose a radial axis toward the center, decompose forces into radial and tangential components, and apply F = ma with a = v^2/r to solve.
Set the bank angle on a frictionless curve so a car at 13.4 m/s rounds a 35 m radius, with tan theta = v^2/(g r).
Rank accelerations in a two-mass Atwood machine on a frictionless pulley from greatest to least using a = (m2 - m1) g /(m1 + m2).
Compute the circular orbit speed of a satellite at altitude equal to twice the planet’s radius using Newton's law of gravitation, giving v = sqrt(G M_p /(3R)).
Analyze a 3.7 kg mass on a 30-degree incline connected to a 2.3 kg mass via a frictionless pulley, deriving acceleration and tension using Newton's laws.
Compute the edge speed of a 4.6 m radius merry-go-round (30 s period) to 0.96 m/s, then determine μs ≈ 0.02 for circular motion.
This comprehensive course covers Newton's Laws of Motion. The course is taught by Dr.E, an award winning instructor with over 15 years of teaching and tutoring experience. The course combines lectures that summarize the important concepts and tutorials that will guide you and help you develop a problem solving strategy. You'll learn how to apply Newton's laws to study particles in equilibrium and the dynamics of particles when forces are acting on them.
Topics include in this class are:
1) Vector Review
Review vector addition and subtraction,
Adding vectors using graphical methods
Adding vector using components
2) Newton's First Law
Problem solving strategies
Free-body diagrams
Example problems for objects in equilibrium.
3) Forces
Review of push and pull forces
Understanding the force of gravity
The difference between weight and mass
Friction Forces: Kinetic vs Static
Normal Forces
Tension Forces
Forces due to a spring: Hooke's Law
4) Newton's 2nd and 3rd Law
Drawing Free Body Diagrams
Calculating acceleration
Action-reaction pairs
Strategy to solve problems
Example problems
5) Mastering Problems
a) Elevator Problems
Drawing Free body diagrams
Calculate acceleration and effective mass
b) Block on a slope
Understanding the Free Body Diagram
Calculating Acceleration
What happens when we add friction - kinetic and static friction
c) Pulleys and Springs
Learn how to solve dynamic problems that contain pulleys
Atwood's machine: Calculating acceleration and Tension
Dealing with springs in series and in parallel
5) Dynamics of Uniform Circular Motion
Centripetal forces and centripetal acceleration
Problem solving strategies for circular motion
Period, frequency, and angular veloctiy
Banked curve problems
There are over 60 fully solved problems ranging in difficulty. I've mixed in many conceptual problems as well as algebraic problems to help you practice applying Newton's laws to solve problems.
If at any point you don't understand something in my videos please feel free to reach out. I'm always willing to help someone learn. Physics Ninja always has your back!
If have a specific problem not covered in this class simply email it to me and i'll add a video showing how to solve the problem.
Happy Learning
Dr. E, Physics Ninja and Expert Physics and Math Teacher.