Write the system of inequalities that describes the possible solutions to the problem.
-The Pen-Ink Company manufactures two ballpoint pens: silver and gold. The silver requires 6 minutes in a grinder and 5 minutes in a bonder. The gold requires 6 minutes in a grinder and 11 minutes in a bonder. The
Grinder can be run no more than 630 minutes per day and the bonder no more than 340 minutes per day. Let x
Represent the number of silver pens, and let y represent the number of gold pens. Including the system
Inequalities and find the remaining inequalities that best represent this company's daily production
Of silver and gold pens.

Question

Write the system of inequalities that describes the possible solutions to the problem.
-The Pen-Ink Company manufactures two ballpoint pens: silver and gold. The silver requires 6 minutes in a grinder and 5 minutes in a bonder. The gold requires 6 minutes in a grinder and 11 minutes in a bonder. The
Grinder can be run no more than 630 minutes per day and the bonder no more than 340 minutes per day. Let x
Represent the number of silver pens, and let y represent the number of gold pens. Including the system
Inequalities  and  find the remaining inequalities that best represent this company's daily production
Of silver and gold pens.

Quizplus · Accepted Answer

The Answer of Write the system of inequalities that describes the possible solutions to the problem.
-The Pen-Ink Company manufactures two ballpoint pens: silver and gold. The silver requires 6 minutes in a grinder and 5 minutes in a bonder. The gold requires 6 minutes in a grinder and 11 minutes in a bonder. The
Grinder can be run no more than 630 minutes per day and the bonder no more than 340 minutes per day. Let x
Represent the number of silver pens, and let y represent the number of gold pens. Including the system
Inequalities  and  find the remaining inequalities that best represent this company's daily production
Of silver and gold pens.

Write the System of Inequalities That Describes the Possible Solutions