This video tutorial teaches how to graph equations with one variable by examining solution sets. It explains the concept of ordered pairs and how they relate to solutions of equations. The tutorial distinguishes between functions and non-functions, particularly focusing on lines in the form of x equals a constant and y equals a constant. It provides examples of graphing these lines and concludes with a summary of the key points covered.

What is the primary focus of this lesson?

• Graphing equations with two variables

• Understanding ordered pairs

• Graphing equations with one variable

• Solving quadratic equations

What is an ordered pair that makes an equation true called?

• A function

• A coordinate

• A solution

• A variable

What does a line represent in the context of linear equations?

• A single solution

• A variable

• A set of all ordered pairs that make the equation true

• A function

Why are lines in the form of x = a not considered functions?

• They have no solutions

• They are vertical lines

• They have more than one output for each input

• They are not linear

What is true about lines in the form of y = a?

• They are functions

• They are vertical lines

• They have more than one output for each input

• They are not functions

What do all the x-coordinates have in common on the line x = -2?

• They are all different

• They are all negative two

• They are all zero

• They are all positive

What does the line x = -2 represent?

• All places where y equals -2

• All places where x equals 2

• All places where x equals -2

• All places where y equals 2

What is the y-coordinate of all points on the line y = 4?

• 4

• -4

• 0

• 2

What does the line y = 4 represent?

• All places where y equals -4

• All places where y equals 4

• All places where x equals 4

• All places where x equals -4

What was the key takeaway from this lesson?

• Graphing equations with one variable by examining solution sets

• Graphing equations with two variables

• Understanding quadratic equations

• Solving linear equations