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Adam can spend a maximum of $252 on office supplies. Each ream of paper costs $6. Each ink cartridge costs $18. Which of the following graphs represents the possible combinations of paper and ink cartridges that he may buy? *Graph pictures below*

Adam can spend a maximum of $252 on office supplies. Each ream of paper costs $6. Each-example-1
Adam can spend a maximum of $252 on office supplies. Each ream of paper costs $6. Each-example-1
Adam can spend a maximum of $252 on office supplies. Each ream of paper costs $6. Each-example-2
User Kstrauss
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6.3k points

2 Answers

4 votes
Your answer is A.
If she just bought ink cartridges she could buy 14.
252 / 18 = 14
If she just bought paper she could buy 42 reams.
252 / 6 = 42
User Rapunzo
by
6.6k points
4 votes

Answer:

Option A The graph in the attached figure

Explanation:

Let

x-----> the number of ream of paper

y-----> the number of ink cartridge

we know that


6x+18y\leq 252 ----> inequality that represent the possible combinations of paper and ink cartridges that Adam may buy

using a graphing tool

the solution is the triangular shaded area

see the attached figure

Adam can spend a maximum of $252 on office supplies. Each ream of paper costs $6. Each-example-1
User Xavier Reyes Ochoa
by
7.0k points
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