A student has to buy graph paper and printer paper. The graph paper, x, costs $4, while the printer paper, y, costs $5. She wants to buy at least 8 packs of paper but wants to spend at most $45. Enter a system of inequalities for the given situation and select the graph of the system. Then determine if the point (8, 3) is a solution to the system. The system of inequalities is and
A student has to buy graph paper and printer paper. The graph paper, x, costs $4, while the printer paper, y, costs $5. She wants to buy at least 8 packs of paper but wants to spend at most $45. Enter a system of inequalities for the given situation and select the graph of the system. Then determine if the point (8, 3) is a solution to the system. The system of inequalities is and
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter5: Systems Of Linear Equations
Section5.6: Graphing Systems Of Linear Inequalities
Problem 5.115TI: Tension needs to eat at least an extra 1,000 calories a day to prepare for running a marathon. He...
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Down below there all select answer boxes for the first box it's option is either is or is not. The second one is either does or does not. And the third option is either does or does not.
Transcribed Image Text:sonal Math Trainer
Mod 12 Modeling with Linear Systems(12.3 & 13.2) -
Posttest
3
4 5 6 7
Questlon
A student has to buy graph paper and printer paper. The graph paper, x, costs $4, while the printer paper,
y, costs $5. She wants to buy at least 8 packs of paper but wants to spend at most $45.
Enter a system of inequalities for the given situation and select the graph of the system. Then determine
if the point (8, 3) is a solution to the system.
The system of inequalities is
and
12
12
10
10
8.
10
12
4.
10
12
12
12
Transcribed Image Text:2
21
6.
8.
10
12
4
8
10
12
12
12
10
10
8.
21
9.
8.
10
12
2
10
12
The point (8, 3) (select) v a solution because it (select) lie in the region shared by the two
inequalities and it (select)
satisfy both inequalities.
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