Noon Project Revisited 13. Students know the Laws of Sines and the Law of Cosines, and apply them to problems. Noon Project Revisited 14. Students determine the area of a triangle given one angle and the two adjacent sides. Noon Project Revisited 15.
Students are familiar with polar coordinates.
In particular, they can determine polar coordinates of a point given in rectangular coordinates, and vice versa. Students represent equations given in rectangular coordinates in terms of polar coordinates. Students are familiar with complex numbers. They can represent a complex number in polar form, and know how to multiply complex numbers in their polar form. Students know De Moivre's Theorem, and can give n-th roots of a complex number given in polar form.