Understanding Functions from Graphs

What is the primary question being addressed in the video?

• How to draw a graph

• How to solve equations

• What is the value of x?

• Do the points on the graph represent a function?

What does a function do with an input value?

• It maps the input to itself

• It maps the input to a unique output

• It maps the input to multiple outputs

• It ignores the input

What must be true for a set of points to represent a function?

• Each x-value must map to multiple y-values

• Each x-value must map to exactly one y-value

• Each y-value must map to multiple x-values

• Each y-value must map to exactly one x-value

What happens if a function is undefined for a certain x-value?

• It outputs the same x-value

• It does not provide a y-value

• It outputs zero

• It outputs infinity

What is the output when x is -1 in the proposed function?

• The output is undefined

• The output is -3

• The output is 3

• The output is 0

What is the output when x is 2 in the proposed function?

• The output is 2

• The output is -2

• The output is undefined

• The output is 0

What is the issue with the point where x is 4?

• It maps to two values

• It maps to itself

• It maps to no value

• It maps to a single value

Why can't the points on the graph be considered a function?

• Because they map one x to multiple y values

• Because they map one y to multiple x values

• Because they map each x to a single y

• Because they map each y to a single x

What is the conclusion about the points on the graph?

• They represent a quadratic function

• They represent a linear function

• They do not represent a function

• They represent a function

What is the correct mapping for a function?

• One x to multiple y values

• Multiple x to multiple y values

• Multiple x to one y value

• One x to one y value