Unit 5 Inequalities Reteach 25-26

Trim End | 05:21

Question 1 | 01:46

Question 2 | 02:09

Question 3 | 03:59

Question 4 | 05:15

00:00/00:00

Question 1

01:46

Question 2

02:09

Question 3

03:59

Question 4

05:15

1

Match each statement with the correct inequality

Draggable item		Corresponding Item
No more than 11 kids an go on the moon bounce at one time		x < 11
The festival will have at least 11 booths set up on the grounds
Over 11 students aced the test
Trucks and vehicles must be below 11 feet to enter the garage		x > 11

1

Match each inequality with the correct statement

Draggable item		Corresponding Item
		Open circle over 5 and arrow pointing to the left
x>5		open circle over 5 and arrow pointing to the right
x<5		closed circle over 5 and arrow pointing to the left
		closed circle over 5 and arrow pointing to the right

1

Match each statement with the best graph representation

Draggable item		Corresponding Item
The temperature tonight will be less than 3 degrees
There is a maximum of 3 people allowed on the elevator
There should be no less than 3 adults chaperoning at one time
My sister was in more than 3 weddings last summer

1

Sheila has $20 to spend at the fall festival fair. She spends $12 on one ticket. Write an inequality that describes how much more money Shelia can spend on rides at the fall festival. 

Write an inequality that represents the scenario _______ 
Solve the inequality _______ 
When the inequality is graphed, the line will point to the _______ (type: left or right) and the circle will be _______ (type: open or closed)

1

Ben must read at least 140 pages over the next 7 days. Write an inequality that would represent the number of pages, x, Ben must read each day. 

Write an inequality that represents the given problem _______ 
Solve the inequality  _______ 
When the inequality is graphed, the line will point to the _______ (type: left or right) and the circle will be _______ (type: open or closed)

1

Use the inequalities to answer the following question.

Inequality 1: 27 > x

Inequality 2: x + 15 < 22

Which of the following values make both inequalities TRUE? Show your work. Select all that apply.

1

Ally is preparing to be a baker. Her goal for this week is to cook a at least 360 cupcakes. So far this week, she has already made 120 cupcakes. 
How many cupcakes per day could she make for the 6 days left in the week?

Write an inequality that could be used to determine the number of cupcakes, x, she would need to make each day for 6 more days to achieve her goal?  _______
Solve the inequality _______ 
When the inequality is graphed, the line will point to the _______ (type: left or right) 
and the circle will be_______ (type: open or closed)

1

The Jazz Band needs to raise more than $600 to travel to an upcoming competition. The members of the band have already raised $350. If they sell calendars for $8 each, how many calendars would they need to sell to exceed their goal?

Write an inequality that could be used to determine the number of calendars, x, she would need to raise more than her goal? _______ 
Solve the inequality _______ 
When the inequality is graphed, the line will point to the _______ (type: left or right) and the circle will be _______ (type: closed or open)

1

The Jazz Band needs to raise more than $600 to travel to an upcoming competition. The members of the band have already raised $350. If they sell calendars for $8 each, how many calendars would they need to sell to exceed their goal?

Select all statements that are true. Refer to the solved inequality you found in #14 to figure out the number of calendars that need to be sold to exceed their goal.

1

The Martin family is moving to Suwanee.  They are on a budget and can spend at most $300 for their truck rental. The Martin family needs to rent the XL truck and all renters must pay a rental fee.   

The truck rental charges are listed below
$20 per hour for the XL Truck
$15 per hour for the Semi-Smaller Truck
$100 Rental Fee

Write an inequality that could be used to represent the maximum number of hours that they Martin family could rent the truck. _______ 
Solve the inequality _______ 

1

The Martin family is moving to Suwanee. They are on a budget and can spend at most $300 for their truck rental.
The truck rental charges are listed below
$20 per hour for the XL Truck
$15 per hour for the Semi-Smaller Truck
$100 Rental Fee
The Martin family needs to rent the XL truck and all renters must pay a rental fee. Write a two step inequality that could be used to represent the maximum number of hours that they Martin family could rent the truck.

Select all statements that are true. You may use your two step inequality as reference from the previous problem.

1

Solve the inequality below:

1

Use the inequality to answer the following question.


Solve the inequality. __________
Which set of values contains possible solutions for m? __________

1

Which of the following problems would require you to flip the inequality?

1

Solve the following inequalities:

_______ 

_______

1

Answer the following questions to solve the following inequality:


What is the first step to solving this inequality? __________
What is the second step to solving this inequality? __________
Which graph represents the simplified inequality? __________

Unit 5 Inequalities Reteach 25-26

Match each statement with the correct inequality

Match each inequality with the correct statement

Match each statement with the best graph representation

Use the inequalities to answer the following question.Inequality 1: 27 > x Inequality 2: x + 15 < 22Which of the following values make both inequalities TRUE? Show your work. Select all that apply.

Solve the inequality below:

Which of the following problems would require you to flip the inequality?

Match each statement with the correct inequality

Match each inequality with the correct statement

Match each statement with the best graph representation

Use the inequalities to answer the following question.Inequality 1: 27 > x Inequality 2: x + 15 < 22Which of the following values make both inequalities TRUE? Show your work. Select all that apply.

Solve the inequality below:

Which of the following problems would require you to flip the inequality?

Use the inequalities to answer the following question.

Inequality 1: 27 > x

Inequality 2: x + 15 < 22

Which of the following values make both inequalities TRUE? Show your work. Select all that apply.

Use the inequalities to answer the following question.

Inequality 1: 27 > x

Inequality 2: x + 15 < 22

Which of the following values make both inequalities TRUE? Show your work. Select all that apply.