Unit 3 Practice Test

Last updated almost 3 years ago

15 questions

2

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2

1

2

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Unit 3 Practice Test

Last updated almost 3 years ago

15 questions

FORMULAS: 

2

1

Write an equation for the line on the graph below in slope-intercept form.

1

2

1

Rewrite the equation 2x+3y=15 in slope-intercept form:

2

Leslie joins a fitness club that has an initial fee of $20 plus a monthly fee of $15. Rashad’s club charges $40 initially plus $10 per month. In how many months will the clubs cost the same?

2

Carla has $200 in her bank account. Each week, she withdraws $20.
Use function notation to write a linear function that represents the amount of money Carla has left in her account after a certain number of withdrawals (x).
Use f(x)=

Then graph the function by using the sketch tools.

1

2

The Environmental Club is selling water bottles for $8 each and tote bags for $12 each to raise a total of $240 to donate to charity.
Let w = the number of water bottles
Let t = the number of tote bags
Write the linear equation for the fundraising goal.
And use the sketch tools to graph the function.

2

Graph the inequality:
Use the sketch tools.

FORMULAS: 

Find the x-intercept and y-intercept of 4x+2y=20.

(Select TWO answers)

(0,2)

(4,0)

(0,10)

(5,0)

Write an equation for the line on the graph below in slope-intercept form.

Which inequality matches the graph shown below?

Which of these shows y=-2x+5 in standard form?

Compare the three functions:

Select ALL the statements that are TRUE for the functions:

The line for f(x) is steeper than the line for h(x).

The y-intercept for g(x) is zero.

The line for f(x) goes down and to the right.

The graph shows the daily sales goal of a coffee shop. If the employees sell 20 cups of coffee, how many cups of tea must they sell to meet their goal?

20

50

40

25

Rewrite the equation 2x+3y=15 in slope-intercept form:

Identify the slope and the y-intercept of the equation:

(Select two answers)

Leslie joins a fitness club that has an initial fee of $20 plus a monthly fee of $15. Rashad’s club charges $40 initially plus $10 per month. In how many months will the clubs cost the same?

Carla has $200 in her bank account. Each week, she withdraws $20.
Use function notation to write a linear function that represents the amount of money Carla has left in her account after a certain number of withdrawals (x).
Use f(x)=

Then graph the function by using the sketch tools.

The graph shows the account balance as a function of the number of monthly payments for a person who starts with $1000 in an account and has to pay a cell phone bill of $25 every month.
Find the x-intercept and explain its meaning in this problem.

(0,1000) The amount of money the person has when they start paying the bill

(20,500) In twenty months the account will have $500

(40,0) The number of months for the account to have a balance of zero.

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.
Find the y-intercept and explain its meaning in this problem.

(0,1000) The amount of money the person has when they start paying the bill

(40,0) The number of months for the account to have a balance of zero.

(20,500) In twenty months the account will have $500

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.
Give the Domain and Range for this problem

Domain: {0≤x≤25}Range: {y≤1000}

Domain: {0≤x≤40} Range: {0≤y≤1000}

Domain: {x≤40}Range: {y≥0}

The Environmental Club is selling water bottles for $8 each and tote bags for $12 each to raise a total of $240 to donate to charity.
Let w = the number of water bottles
Let t = the number of tote bags
Write the linear equation for the fundraising goal.
And use the sketch tools to graph the function.

Graph the inequality:
Use the sketch tools.

Find the x-intercept and y-intercept of 4x+2y=20.

(Select TWO answers)

(0,2)

(4,0)

(0,10)

(5,0)

Which inequality matches the graph shown below?

Which of these shows y=-2x+5 in standard form?

Compare the three functions:

Select ALL the statements that are TRUE for the functions: 

The line for f(x) is steeper than the line for h(x).

The y-intercept for g(x) is zero.

The line for f(x) goes down and to the right.

The graph shows the daily sales goal of a coffee shop. If the employees sell 
20 cups of coffee, how many cups of tea must they sell to meet their goal?

20

50

40

25

Identify the slope  and the y-intercept of the equation:

(Select two answers)

(0, 8)

m=-1

(0,1)

m=8

(0,-1)

m=1

The graph shows the account balance as a function of the number of monthly payments for a person who starts with $1000 in an account and has to pay a cell phone bill of $25 every month.
Find the x-intercept and explain its meaning in this problem.

(0,1000) The amount of money the person has when they start paying the bill

(20,500) In twenty months the account will have $500

(40,0) The number of months for the account to have a balance of zero.

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.
Find the y-intercept and explain its meaning in this problem.

(0,1000) The amount of money the person has when they start paying the bill

(40,0) The number of months for the account to have a balance of zero.

(20,500) In twenty months the account will have $500

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.
Give the Domain and Range for this problem

Domain: {0≤x≤25}Range: {y≤1000}

Domain: {0≤x≤40} Range: {0≤y≤1000}

Domain: {x≤40}Range: {y≥0}

Unit 3 Practice Test

Unit 3 Practice Test

Write an equation for the line on the graph below in slope-intercept form.

Rewrite the equation 2x+3y=15 in slope-intercept form:

Leslie joins a fitness club that has an initial fee of $20 plus a monthly fee of $15. Rashad’s club charges $40 initially plus $10 per month. In how many months will the clubs cost the same?

Carla has $200 in her bank account. Each week, she withdraws $20.Use function notation to write a linear function that represents the amount of money Carla has left in her account after a certain number of withdrawals (x).Use f(x)=Then graph the function by using the sketch tools.

Graph the inequality:Use the sketch tools.

Find the x-intercept and y-intercept of 4x+2y=20.(Select TWO answers)

Write an equation for the line on the graph below in slope-intercept form.

Which inequality matches the graph shown below?

Which of these shows y=-2x+5 in standard form?

Compare the three functions:Select ALL the statements that are TRUE for the functions:

The graph shows the daily sales goal of a coffee shop. If the employees sell 20 cups of coffee, how many cups of tea must they sell to meet their goal?

Rewrite the equation 2x+3y=15 in slope-intercept form:

Identify the slope and the y-intercept of the equation:(Select two answers)

Leslie joins a fitness club that has an initial fee of $20 plus a monthly fee of $15. Rashad’s club charges $40 initially plus $10 per month. In how many months will the clubs cost the same?

Carla has $200 in her bank account. Each week, she withdraws $20.Use function notation to write a linear function that represents the amount of money Carla has left in her account after a certain number of withdrawals (x).Use f(x)=Then graph the function by using the sketch tools.

The graph shows the account balance as a function of the number of monthly payments for a person who starts with $1000 in an account and has to pay a cell phone bill of $25 every month.Find the x-intercept and explain its meaning in this problem.

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.Find the y-intercept and explain its meaning in this problem.

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.Give the Domain and Range for this problem

Graph the inequality:Use the sketch tools.

Carla has $200 in her bank account. Each week, she withdraws $20.
Use function notation to write a linear function that represents the amount of money Carla has left in her account after a certain number of withdrawals (x).
Use f(x)=

Then graph the function by using the sketch tools.

Graph the inequality:
Use the sketch tools.

Find the x-intercept and y-intercept of 4x+2y=20.

(Select TWO answers)

Compare the three functions:

Select ALL the statements that are TRUE for the functions:

Identify the slope and the y-intercept of the equation:

(Select two answers)

Carla has $200 in her bank account. Each week, she withdraws $20.
Use function notation to write a linear function that represents the amount of money Carla has left in her account after a certain number of withdrawals (x).
Use f(x)=

Then graph the function by using the sketch tools.

The graph shows the account balance as a function of the number of monthly payments for a person who starts with $1000 in an account and has to pay a cell phone bill of $25 every month.
Find the x-intercept and explain its meaning in this problem.

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.
Find the y-intercept and explain its meaning in this problem.

The graph shows the account balance as a function of the number of monthly payments for a person who has $1000 in an account and has to pay a cell phone bill of $25 every month.
Give the Domain and Range for this problem

Graph the inequality:
Use the sketch tools.