Gravitational force from a sphere v2
This video steps through calculating the gravitational field from a ring then a shell to show that the force between a point mass and a spherical object can be calculated by modeling the mass of the spherical object as if it were all located at the center of mass. We then show that inside a spherical shell the gravitational fore is zero.

▶︎
Newton's superb theorem part 2: gravity inside the shell

▶︎
Gravity Inside the Earth - Falling through the center of earth

▶︎
Physics 18.1 Gravity with Mass Distribution (5 of 16) Thin Ring of Mass

▶︎
Gravitation Inside of a solid sphere

▶︎
The Hardest Questions in Physics | World Science Festival

▶︎
The Insane Genius of a Formula 1 Gearbox

▶︎
The Closest We’ve Come to a Theory of Everything

▶︎
Could Covering Your Car In Dimples Like A Golf Ball Save Fuel? | MythBusters

▶︎
Philomena Cunk vs Prof. Brian Cox

▶︎
The Professor Who Taught People How To Think (1962)

▶︎
CNS Infections | Clinical Medicine

▶︎
Why Science Doesn’t Make Laws Anymore

▶︎
But what is quantum computing? (Grover's Algorithm)

▶︎
Terence Tao continuing history’s cleverest cosmological measurements

▶︎
Physicist Brian Cox explains quantum physics in 22 minutes

▶︎
Introduction to Programming and Computer Science - Full Course

▶︎
Rectangular, cylindrical, and spherical coordinates (introduction & conversion)

▶︎
Gravity, Universal Gravitation Constant - Gravitational Force Between Earth, Moon & Sun, Physics

▶︎
Gravitational force between a uniform sphere and a particle

▶︎
