Solving
Number lines
Compound
Graphing on a Coordinate Plane
Word Problems
100
Solve each inequality.
100
Solve each inequality and graph its solution.
100
Solve each compound inequality and graph its solution.
100
Sketch the graph of each linear inequality.
100
The amount of garbage that the average American throws away each day is 5.2 pounds. If at least 2.4 pounds could be recycled, how muach would still go to a landfill?
No more than 2.8 pounds per day
200
Solve each inequality.
200
Solve each inequality and graph its solution.
200
Solve each compound inequality and graph its solution.
200
Sketch the graph of each linear inequality.
200
The resturant does not charge a rental fee for a group, as long as the group orders a minimum of $4800.00 worth of food. Jack thinks that the group will include 250 people. What is the minimum he will have to spend per person to avoid the fee to rent the room?
a minium of $19.20 per person
300
Solve each inequality.
300
Solve each inequality and graph its solution.
300
Solve each compound inequality and graph its solution.
300
Sketch the graph of each linear inequality.
300
Ben wants to mail some letters and a package. The package will cost $9.45 to mail. How many letters can Ben mail if he has $17.50 to spend and stamps cost $.65? Write the domain appropriately, considering constraints.
{0, 1, 2, 3, 4, 5, ... 12}
400
Solve each inequality.
400
Solve each inequality and graph its solution.
400
Solve each compound inequality and graph its solution.
400
Sketch the graph of each linear inequality.
400
In Georgia, all signs must be 8 feet tall. If they are mounted on top of a pole, the total height of the sign and pole must be less than 18 feet or greater than 30 feet, so they don't interfere with the power lines. Write a compound inequality to represent these restrictions.
x + 8 < 18 OR x + 8 > 30
500
Solve each inequality.
500
Solve each inequality and graph its solution.
500
Solve each compound inequality and graph its solution.
500
Sketch the graph of each linear inequality.
500
Amanda recieved a $50.00 gift card for her birthday, so she could buy games and movies. If games (g) cost $2.75 each and movies (m) cost $3.50 each, write an inequality to to describe the combinations of purchases that she may make. Be sure to describe any constraints.
2.75g + 3.50m less than or equal to 50.00; g and m must be integers greater than or equal to 0.