I still don't know how to solve this question. If you can help, please do. Thank you very much.
Use a double integral in polar coordinates to find the area of the region
inside the circle and to the right of the line .Code:|Y | * * * | * | *P * | |:* * | |::* | |::: * | |:::* - - * - - - - + - - +:-:* - - * |O 1|:::*2 X | |::: * | |::* * | |:* * | *Q * * * | |
The polar equation of the circle is: .
The polar equation of is: .
Draw radii and .
We find that: .
. . and that:
The double integral is: .