On the Go
circles
Conservation
a long time ago in a galaxy far far away...
To Infinity and Beyond
100

Area under the curve for:

a v(t) graph 

an a(t) graph

(Requires two answers)

What are Displacement and Change of Velocity


(extra cool points if you said Delta-Vee)

100

This is where all centripetal forces and accelerations point to

What is the Center of the Circle

100

This is conserved in Elastic Collisions

What is Momentum

100

You're driving and a bug hits your car windshield.  The force acting on the big is the same as the force acting on the car.  This is the law you refer to in a justification about this concept.

What is Newton's Third Law

100

This is the most Universal Gravitational Potential Energy that an object can possibly have

What is ZERO

200

This is equal to the slope of a line tangent to a point on a p(t) graph.

What is Instantaneous Velocity

200

I am usually a hindering force, but I often help out when circles are involved.

What is Friction

200

Interestingly, humans don't sense the force of gravity.  This is the force that is primarily responsible for giving us the perception of weight.

What is Normal Force

500

You and your car (you're in your car) are driving in a horizontal circle.  Normal force is greater than weight.  The type of road you are driving on must be this.

What is a banked curve

500

Bernoulli's principle is based on conservation of energy, but energy is not in the Bernoulli equation.  What exactly IS conserved in the Bernoulli equation?

What is Energy Density