Understanding Functions and Their Components

The video tutorial explains how to interpret a function table, focusing on the relationship between input and output values. It clarifies the concepts of domain and range, using variables M and H of M instead of the traditional X and Y. The tutorial emphasizes that the input variable M corresponds to the domain, while the output H of M is related to the range, which represents possible output values.

What is the main task described in the introduction of the function table?

• To identify the function's slope.

• To calculate the average of M values.

• To find the maximum value of h(M).

• To determine if h(M) relates to the domain or range.

In the context of functions, what are the input values typically referred to as?

• Y values

• Z values

• X values

• M values

What do the input values in a function usually represent?

• The range of the function

• The constant of the function

• The domain of the function

• The output of the function

Which of the following is true about the output values in a function?

• They are known as the domain.

• They are usually the Y values.

• They are always negative.

• They are the same as the input values.

In this specific function, what is identified as the input variable?

• X

• Y

• M

• H

What does h(M) represent in the context of this function?

• The constant of the function

• The range of the function

• The input variable

• The domain of the function