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Unit 6 Study Guide - Rivera

Last updated over 3 years ago
24 questions
1

Solve the inequality, if possible. Write your solution as an inequality and graph your solution.

1

Solve the inequality, if possible. Write your solution as an inequality and graph your solution.

1

Solve the inequality, if possible. Write your solution as an inequality and graph your solution.

1

Solve the inequality, if possible. Write your solution as an inequality and graph your solution.

1

Graph the inequality. Make sure your solution fits in the calculator window.

1

Select all the solutions to the inequality you graphed above:

1

Graph the inequality. Graph the inequality. Make sure your solution fits in the calculator window.

1

Select all the solutions to the inequality you graphed above:

1

Write an inequality that is represented by the graph. Write it in slope-intercept form.

1

Write an inequality that is represented by the graph. Write it in slope-intercept form.
Note: The scale of the graph goes by 2, not 1.

1

Given the system of inequalities, select the point(s) that is a solution to this system of inequalities


1

Graph the system of inequalities:


1

Select all the ordered pair(s) which would be solutions to the system of inequalities you graphed above.

1

Write a system of linear inequalities that defines the shaded region.


Write an inequality that represents the dotted line. Write your answer in slope-intercept form

1

Write a system of linear inequalities that defines the shaded region.

Write an inequality that represents the solid line. Write your answer in slope-intercept form

1

Is (4,2) a solution to the system graphed above?

1

Explain how you know in a complete sentence.

1

You work at an Italian ice shop during the summer. You need to order boxes of small cups and large cups. The storage room will only hold 8 more boxes of cups. A box of small cups costs $5 and a box of large cups costs $10. A maximum of $50 is budgeted for cups.

Let x represent the number of boxes of small cups. Let y represent the number of boxes of large cups.

Write an inequality to represent how many boxes the storage room can hold.

1

You work at an Italian ice shop during the summer. You need to order boxes of small cups and large cups. The storage room will only hold 8 more boxes of cups. A box of small cups costs $5 and a box of large cups costs $10. A maximum of $50 is budgeted for cups.

Let x represent the number of boxes of small cups. Let y represent the number of boxes of large cups.

Write an inequality to represent the number of boxes of cups that can be purchased.

1

You work at an Italian ice shop during the summer. You need to order boxes of small cups and large cups. The storage room will only hold 8 more boxes of cups. A box of small cups costs $5 and a box of large cups costs $10. A maximum of $50 is budgeted for cups.

Let x represent the number of boxes of small cups. Let y represent the number of boxes of large cups.

Graph your inequalities from above.

1

You work at an Italian ice shop during the summer. You need to order boxes of small cups and large cups. The storage room will only hold 8 more boxes of cups. A box of small cups costs $5 and a box of large cups costs $10. A maximum of $50 is budgeted for cups.

Let x represent the number of boxes of small cups. Let y represent the number of boxes of large cups.

Can the shop purchase 4 boxes of small cups and 2 boxes of large cups?

1

Explain your reasoning for #21.

1

You work at an Italian ice shop during the summer. You need to order boxes of small cups and large cups. The storage room will only hold 8 more boxes of cups. A box of small cups costs $5 and a box of large cups costs $10. A maximum of $50 is budgeted for cups.

Let x represent the number of boxes of small cups. Let y represent the number of boxes of large cups.

Can the shop purchase 1 boxes of small cups and 6 boxes of large cups?

1

Explain your reasoning for #23