Physics S1 ideas overview (1)
... 60. The earth _____________ around its axis and _____________ around the sun. 61. Label the correct vector given a moving object using the diagram below: a. Label the velocity vector at point A. The velocity vector points _______________ to the circle (tangent or curved line). b. Label the centripet ...
... 60. The earth _____________ around its axis and _____________ around the sun. 61. Label the correct vector given a moving object using the diagram below: a. Label the velocity vector at point A. The velocity vector points _______________ to the circle (tangent or curved line). b. Label the centripet ...
Forces and Motion
... and opposite force on the first object • Momentum – Product of an object’s mass and its velocity – Objects momentum at rest is zero – Unit kg m/s ...
... and opposite force on the first object • Momentum – Product of an object’s mass and its velocity – Objects momentum at rest is zero – Unit kg m/s ...
Rotational Motion Objectives: After reviewing this section you should
... have inertia. The property of an object to resist changes in its rotational state of motion is called rotational inertia. In simpler terms, a rotating object tends to keep rotating about its axis unless it is interfered with by an external influence. Rotating objects tend to keep rotating, and non-r ...
... have inertia. The property of an object to resist changes in its rotational state of motion is called rotational inertia. In simpler terms, a rotating object tends to keep rotating about its axis unless it is interfered with by an external influence. Rotating objects tend to keep rotating, and non-r ...
Understanding Motion, Energy, and Gravity
... Conservation of Angular Momentum • Angular Momentum and Conservation (continued) – Rotational angular momentum • An object (like the Earth) will continue to spin at the same rate as long as there is no net torque on it – Precession is the result of an external torque (observed for the Earth) • In a ...
... Conservation of Angular Momentum • Angular Momentum and Conservation (continued) – Rotational angular momentum • An object (like the Earth) will continue to spin at the same rate as long as there is no net torque on it – Precession is the result of an external torque (observed for the Earth) • In a ...
Sample Course Outline
... Get a good, scientific calculator that has scientific notation ("EE" or "EXP" key), log, ln, x2, , etc. Business calculators usually do not have all of these features. Review the mathematics required for the course, i.e., vector algebra, rules of differentiation and integration, and properties of d ...
... Get a good, scientific calculator that has scientific notation ("EE" or "EXP" key), log, ln, x2, , etc. Business calculators usually do not have all of these features. Review the mathematics required for the course, i.e., vector algebra, rules of differentiation and integration, and properties of d ...
General Physical Science
... Why doesn’ doesn’t a heavier object fall faster than a lighter object (ignoring air resistance)? – Newton’ Newton’s Second Law - more massive object will have greater force acting upon it! – Newton’ Newton’s First Law - more massive object has greater resistance to force – Two cancel, and fall at th ...
... Why doesn’ doesn’t a heavier object fall faster than a lighter object (ignoring air resistance)? – Newton’ Newton’s Second Law - more massive object will have greater force acting upon it! – Newton’ Newton’s First Law - more massive object has greater resistance to force – Two cancel, and fall at th ...
Document
... – Momentum of a particle is defined by p=mv – Impulse Momentum Theorem J = p = Force x Time – Momentum is a conserved quantity when no external forces act. ...
... – Momentum of a particle is defined by p=mv – Impulse Momentum Theorem J = p = Force x Time – Momentum is a conserved quantity when no external forces act. ...
rest energy - Purdue Physics
... or be created from energy depends on certain attributes carried by a given particle, like electric charge, lepton number, baryon number, spin, etc. Some of these quantum numbers are “conserved” – what you end up with must equal what you start out with. Example: γ + γ e+ + ePhotons (gammas) are ele ...
... or be created from energy depends on certain attributes carried by a given particle, like electric charge, lepton number, baryon number, spin, etc. Some of these quantum numbers are “conserved” – what you end up with must equal what you start out with. Example: γ + γ e+ + ePhotons (gammas) are ele ...
