MTH101 Lesson 3 Coordinate Planes and Graphs

Welcome to your MTH101 Lesson 3 Coordinate Planes and Graphs

What is the coordinate plane also called?

The coordinate plane has how many axes?

The point where the x- and y-axes meet is called the:

What are the coordinates of the origin?

The coordinate plane is divided into:

Quadrant I is where

In Quadrant II, the signs of x and y are:

In Quadrant III, both coordinates are:

The x-axis is also called the

The y-axis is:

A point on the x-axis always has

A point on the y-axis always has

Which of the following points lies in Quadrant IV?

What is another name for an ordered pair (x, y)?

The line where x = 0 is the

The line where y = 0 is the:

The coordinates (–x, –y) represent reflection of (x, y) in the:

The point (2,3) is located in:

The point (–3,4) lies in:

The point (–2,–5) lies in:

The point (5,0) lies:

The point (0,–7) lies:

The equation of the x-axis is:

What are the x-intercepts of the y = x + 2 graph?

What is the y-intercept of y = 3x + 2?

What is the x-intercept of y = 2x – 4?

The x-axis and y-axis are:

The point (x, –y) is the reflection of (x, y) in the:

The point (–x, y) is the reflection of (x, y) in the:

The graph of y = –x is symmetric about:

The graph of y = x² is symmetric about:

If (x, y) is on y = x + 2, what is y when x = 3?

The coordinates of the reflection of (4, –2) in the y-axis are:

Find the distance between (2,3) and (5,7).

Distance between (–1,2) and (3,5):

Find the midpoint between (2,4) and (6,8).

Equation of x-axis:

Equation of y-axis:

Find x-intercept of 3x + 6y = 12.

Find y-intercept of 3x + 6y = 12.

The distance between (–3,0) and (0,4) is:

The reflection of (2,5) in x-axis is:

The reflection of (3,–4) in y-axis is:

The reflection of (4,5) in the origin is:

The equation y = –x represents:

The graph of y = 2x passes through which point?

The line y = 3 is parallel to:

The line x = –2 is parallel to:

The equation of the y-axis is