Solve the system as matrix equations using inverses.A company produces three models of MP3 players, models A, B, and C. Each model A machine requires
of electronics work, 2.8 hours of assembly time, and 4.4 hours of quality assurance time. Each model B machine requires
of electronics work,
of assembly time, and
of quality assurance
time. Each model C machine requires of electronics work,
of assembly time, and
of quality assurance time. There are
available each week for electronics,
for assembly, and
for quality assurance. How many of each model should be produced each week if all available time must be used?
A. Model A: 28
Model B: 22
Model C: 45
B. Model A: 31
Model B: 20
Model C: 44
C. Model A: 30
Model B: 15
Model C: 50
D. Model A: 30
Model B: 20
Model C: 45
Answer: D
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