AlgebraDate_____ 6.1 Assignment CP
Solving one step linear inequalities (pp 334-336)
1. What is your name?
Write an inequality that describes the graph shown.
2.
3.
4.
5.
Sketch a graph of the inequality.
6.
9.
7.
8. 6.5 < x
AlgebraDate_____ 6.1 Assignment CP
Solving one step linear inequalities (pp 334-336)
Solve the inequality and graph its solution.
10.
11.
12.
13. x + 3.5 > 8
14. Helium is the element that has the lowest boiling point,
Write an inequality that describes the boiling point b (in degrees
Celsius) of any other element. Graph the inequality.
15. You make a profit of $5.25 from each magazine you sell. Write
an inequality to show how many magazines m you need to sell to
earn a minimum of $168. Graph the inequality.
AlgebraDate_____ 6.1 Assignment CP
Solving one step linear inequalities (pp 334-336)
AlgebraDate_____ 6.1 Assignment CP
Solving one step linear inequalities (pp 334-336)
16. Alex has scored 181 points so far this basketball season. He
needs to score 207 points to tie the school record for most points
scored in a season. Let x represent the number of points Alex needs
to score to tie or beat the record. Write an inequality for x. What is
the least number of points Alex has to score? Graph the inequality.
17. The lowest elevation in California is 282 feet below sea level. Let
E represent the elevation of any location in California. Write an
inequality for E. Graph the inequality.
Review.
Solve the equation.
18. 3(x – 6) = 12 21.
(Chapter 3 Section 3)
19. -3s – 2 = -44 20.
AlgebraDate_____ 6.1 Assignment CP
Solving one step linear inequalities (pp 334-336)
Write the slope-intercept form of the equation of the line that
passes through the two points. Graph the line. Label the points
where the line crosses the axes. (Chapter 4 Section 3 & Chapter 5 Section 3)
22. (2, 0) & (-4, 3)
23. (-1, -3) & (2, 3)
24. (1, 1) & (-3, 5)
AlgebraDate_____ 6.1 Assignment CP
Solving one step linear inequalities (pp 334-336)
AlgebraDate_____ 6.1 Assignment CP
Solving one step linear inequalities (pp 334-336)
25. (5, 0) & (5, - 2)
26. The table shows the time t (in minutes) and the distance d (in
miles) that Maria rode her bike each week. Write a model that relates
the variables d and t.