MAT 188_UNIT 1_ 2024-2025

Required

1

Evaluate the function
given:

1

Graph the Function

Instructions

Click a Graph tab (Graph 1, Graph 2, and so on) for each graph you need to plot.
Choose the correct graph type.
Click on the graph background to add a point. Add two points to create a graph. Drag a point or type in x and y coordinates to edit its position. Click on a point to delete it.
After creating your graph, you can check the dashed line box.

Linear

Required

4

Use the graph in Q2.
Find Domain _______ 
         Range     _______ 
        X- intercepts_______ 
       y-intercepts_______ 

Required

3

Required

1

Required

2

Evaluate g(9) = _______ 
                 g(-2) = _______ 

Required

1

Required

1

Required

1

Required

2

Given the functions below, find (g – f)(x) and give its domain.


_______ 
Domain:
_______ 

Required

2

Given the functions below, find (f + g)(x)  and give its domain.


_______ 
Domain: 
_______ 

Required

2

Given the functions below, find and give its domain.

_______ 
Domain:
_______ 

Required

2

Given the functions below, find   
        and give its domain.

_______ 

Domain:
 _______

Required

2

Given the functions below, find 
and give its domain.



_______ 
Domain:
 _______

Required

2

Given the functions below, find   
      and give its domain.

_______ 
Domain:
_______ 

Required

2

Given h(x) below, find two functions f and g such that

f(x) =_______ 
g(x)= _______

Required

3

Evaluate each function given,

_______ 

(g-h)(-4) = 
_______ 

_______ 

*** NO DECIMALS***

Required

1

Required

1

Required

1

Find the inverse of the function,

_______

Required

1

Find the inverse of the function

_______

Required

2

Required

1

Write equation explicitly in terms of x.

Required

1

Required

2

Find the zero(s) and y-intercepts of the function.

 
Zeros: _______ 
y-intercepts: _______ 

Required

1

A rocket was launched into the air from a podium 6 feet off the ground. The rocket path is
represented by the equation
where h(t) represents the height, in feet,
and t is the time, in seconds. Find the average rate of change from the initial launch to the
maximum height.

Required

2

State the vertical and horizontal asymptotes of the graph.
Horizontal Asymptote: _______ 
Vertical Asymptote:_______ 

1

MAT 188_UNIT 1_ 2024-2025

Evaluate the function
given:

Graph the Function

Write equation explicitly in terms of x.

A rocket was launched into the air from a podium 6 feet off the ground. The rocket path is
represented by the equation
where h(t) represents the height, in feet,
and t is the time, in seconds. Find the average rate of change from the initial launch to the
maximum height.

Find the end behavior of the function using limit notation.

Evaluate the function
given:

Graph the Function

Which statement about the function below is true?

Which statement is true regarding the relation below?

Determine whether the function below is even, odd, or neither. Prove your answer algebraically.

Which relation below represents a one-to-one function?

Is the above function one-to-one?

Which of the following pair of functions are inverses? Verify your answer algebraically. SHOW YOUR WORK/EXPLANATION.

Use the Sequence of the options as A, B and C(Top to bottom)

Write equation explicitly in terms of x.

Q23 is a Function.

A rocket was launched into the air from a podium 6 feet off the ground. The rocket path is
represented by the equation
where h(t) represents the height, in feet,
and t is the time, in seconds. Find the average rate of change from the initial launch to the
maximum height.

Find the end behavior of the function using limit notation.

Given graph, Identify the location and type of discontinuity

Which equation, if true, will prove that f(x) is symmetric to the y-axis?

Refer to the image for the options.

MAT 188_UNIT 1_ 2024-2025

MAT 188_UNIT 1_ 2024-2025

Evaluate the function given:

Graph the Function

Write equation explicitly in terms of x.

A rocket was launched into the air from a podium 6 feet off the ground. The rocket path isrepresented by the equationwhere h(t) represents the height, in feet,and t is the time, in seconds. Find the average rate of change from the initial launch to themaximum height.

Find the end behavior of the function using limit notation.

Evaluate the function given:

Graph the Function

Which statement about the function below is true?

Which statement is true regarding the relation below?

Determine whether the function below is even, odd, or neither. Prove your answer algebraically.

Which relation below represents a one-to-one function?

Is the above function one-to-one?

Which of the following pair of functions are inverses? Verify your answer algebraically. SHOW YOUR WORK/EXPLANATION.Use the Sequence of the options as A, B and C(Top to bottom)

Write equation explicitly in terms of x.

Q23 is a Function.

A rocket was launched into the air from a podium 6 feet off the ground. The rocket path isrepresented by the equationwhere h(t) represents the height, in feet,and t is the time, in seconds. Find the average rate of change from the initial launch to themaximum height.

Find the end behavior of the function using limit notation.

Given graph, Identify the location and type of discontinuity

Which equation, if true, will prove that f(x) is symmetric to the y-axis?Refer to the image for the options.

Evaluate the function
given:

A rocket was launched into the air from a podium 6 feet off the ground. The rocket path is
represented by the equation
where h(t) represents the height, in feet,
and t is the time, in seconds. Find the average rate of change from the initial launch to the
maximum height.

Evaluate the function
given:

Which of the following pair of functions are inverses? Verify your answer algebraically. SHOW YOUR WORK/EXPLANATION.

Use the Sequence of the options as A, B and C(Top to bottom)

A rocket was launched into the air from a podium 6 feet off the ground. The rocket path is
represented by the equation
where h(t) represents the height, in feet,
and t is the time, in seconds. Find the average rate of change from the initial launch to the
maximum height.

Which equation, if true, will prove that f(x) is symmetric to the y-axis?

Refer to the image for the options.