Khan Academy: Shell Method: Shell Method for Rotating Around Vertical Line

Calculating the volume by using the disk method.

Setting up the definite integral for the volume of a solid of revolution around a vertical line using the "washer" or "ring" method.

Video about deriving the formula for the least squares regression line. This final video finishes up the derivation of the formula for line of best fit by solving the system of equations created by the partial derivatives. It finally...

Video is the third of five related videos about deriving the formula for the least squares regression line. This video continues the algebraic manipulation to start deriving the formula by changing the notation to means instead of...

Video is the second of five related videos about deriving the formula for the least squares regression line. This video goes through the algebraic manipulation required at the begining of deriving the formula. [10:35]

Video is the fourth of five related videos about deriving the formula for the least squares regression line. This video shows using partial derivatives and setting them equal to 0 to get closer to deriving the formula for m and b. It...

Finding the volume of a solid of revolution that is defined between two functions.

A video demonstrating how to find the volume of a solid when rotating around a vertical line using the shell method.

A video showing how to find the volume of a solid of revolution (constructed by rotating around the x-axis) using the shell method.

A demonstration on how to find the volume between a curve and a line when rotating around the x axis using the shell method.