# Tag: sousa

## Area Using Double Integrals in Polar Coordinates – Example 2

## Ex: Evaluate a Surface Integral Using Polar Coordinates- Implicit Surface (Cone)

## Evaluate a Double Integral in Polar Form – f(x,y)=cos(x^2+y^2) Over a Ring

## Graphing Polar Equations I

## Ex: Write a Polar Equations of a Line as a Cartesian (Rectangular) Equations

## Introduction to Polar Coordinates

– WELCOME TO A LESSON ON POLAR COORDINATES. SO FAR WE HAVE BEEN GRAPHING ON THE COORDINATE PLANE USING RECTANGULAR COORDINATES AS WE SEE HERE WHERE THE X AXIS IS THE HORIZONTAL AXIS, THE Y AXIS IS THE VERTICAL AXIS, AND THE POINT IN THE CENTER IS CALLED THE ORIGIN. WE WILL NOW STUDY THE […]

## Double Integrals in Polar Coordinates – Example 2

Welcome to a second example of converting a double integral in rectangular form to polar form. As we discussed in a previous video. To convert a double integral in rectangular form to polar form. We have to convert the function f of x, y into a function in terms of r and theta. And differential […]