To Sketch: The points on three - axis Cartesian coordinate system. Point A: \[\left(-6,\ 2,\ 1\right)\] Point B: \[\left(-6,\ 2,\ 1\right)\] Point C: \[\left(5,\ -3,\ -6\right)\]

List the members of the range of the function h: $x-5-2x$? with domain $D=-2,-1,0,1$.

The systems used to find the location of the point in a plane and find the rectangular and polar coordinates for the point P.

What are polar coordinates? What equations relate polar coordi-nates to Cartesian coordinates? Why might you want to change from one coordinate system to the other?

Find the Equivalent Polar Equation for a given Equation with Rectangular Coordinates:
${\displaystyle r\cos \theta =-1}$

Give a correct answer for given question

(A) Argue why $(1,0,3),(2,3,1),(0,0,1)$ is a coordinate system ( bases ) for $R^3$ ?

(B) Find the coordinates of $(7,6,16)$ relative to the set in part (A)

Solving Systems Graphically- One Solution
Find or create an example of a system of equations with one solution.
Graph and label the lines on a coordinate plane. Provide their equations.
State the accurate solution to the system.

The quadratic function ${\displaystyle y=a{x}^2+bx+c}$ whose graph passes through the points (1, 4), (2, 1) and (3, 4).