How to define circumscribed and inscribed circles and polygons relative to each other.
How to define and calculate a space diagonal.
How to use the shape of a parabola to find a maximum or minimum.
How we define optimization problems, and what it means to solve them.
How to identify a kite and its special properties.
How to derive the area formula of a kite based on the rectangle formula; how to calculate the area of a rectangle using diagonal lengths.
How a domain restriction affects the graph of a function.
How to graph a quadratic equation by hand.
How to define a polygon, how to distinguish between concave and convex polygons, how to name polygons.
How to define an altitude and draw them on acute, right, and obtuse triangles.
How to define isosceles triangles, their components and how to determine their properties.
How to label the parts of a prism, how to distinguish between an oblique and a right prism.
How to describe the polar equations of conic sections.