Cutting Edge razor blades come in small, medium and large packages. The small package has 6 blades costing $2 per package, the medium has 12 blades costing $3 per package and the large has 24 blades costing $4 per package. A store sold 12 packages of blades containing a total of 162 razor blades. The revenue made from the sale was $35. How many packages of each type were sold? Solve using G-J Elimination. a. write the system of equations for the information. identify variables b. write the augmented matrix for the information. c. solve using the G-J elimination method and label each answer.
Cutting Edge razor blades come in small, medium and large packages. The small package has 6 blades costing $2 per package, the medium has 12 blades costing $3 per package and the large has 24 blades costing $4 per package. A store sold 12 packages of blades containing a total of 162 razor blades. The revenue made from the sale was $35. How many packages of each type were sold? Solve using G-J Elimination. a. write the system of equations for the information. identify variables b. write the augmented matrix for the information. c. solve using the G-J elimination method and label each answer.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Cutting Edge razor blades come in small, medium and large packages. The small package has 6 blades costing $2 per package, the medium has 12 blades costing $3 per package and the large has 24 blades costing $4 per package. A store sold 12 packages of blades containing a total of 162 razor blades. The revenue made from the sale was $35. How many packages of each type were sold? Solve using G-J Elimination.
a. write the system of equations for the information. identify variables
b. write the augmented matrix for the information.
c. solve using the G-J elimination method and label each answer.
Expert Solution
Step 1
Let us consider the given system of equations is .
The system of equations is solved using the gauss-elimination method.
- Determine augmented matrix [A|b].
- Apply the row operation method.
- Now, rewrite the equation to get the solution.
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