23. The table below shows the number of vehicles parked in a downtown parking lot over a three day period. Thursday Friday Saturday O Buses over the three days was $702 O All vehicles on Saturday was $818 O All vehicles on Thursday was $702 O Cars on Thursday was $711 Cars 72 84 91 Buses 9 2 6 The parking charge for cars is $8, the charge for buses is $15, and there is no charges for bicycles. The total revenue for each of the three days can be determined from the product of the two matrices below. [72 9 61 84 2 3 x [Charge Matrix] = [Revenue Matrix] 91 6 11 From this matrix operation, it can be determined that the revenue from Bicycles 6 3 11
23. The table below shows the number of vehicles parked in a downtown parking lot over a three day period. Thursday Friday Saturday O Buses over the three days was $702 O All vehicles on Saturday was $818 O All vehicles on Thursday was $702 O Cars on Thursday was $711 Cars 72 84 91 Buses 9 2 6 The parking charge for cars is $8, the charge for buses is $15, and there is no charges for bicycles. The total revenue for each of the three days can be determined from the product of the two matrices below. [72 9 61 84 2 3 x [Charge Matrix] = [Revenue Matrix] 91 6 11 From this matrix operation, it can be determined that the revenue from Bicycles 6 3 11
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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23. The table below shows the number of vehicles parked in a downtown parking lot over a three day period.
O
O Buses over the three days was $702
O All vehicles on Saturday was $818
O All vehicles on Thursday was $702
Cars on Thursday was $711
Thursday
Friday
Saturday
Cars
72
84
91
Buses
9
2
6
The parking charge for cars is $8, the charge for buses is $15, and there is no charges for bicycles. The total revenue for each of the three days can be determined from the product of the two matrices below.
[72 9 6
84 2 3 x [Charge Matrix] = [Revenue Matrix]
91 6 11
From this matrix operation, it can be determined that the revenue from
Bicycles
6
3
11](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Feeea96f9-d9e2-4e41-9df9-d54882930b66%2F0569cc48-1e08-4a1a-bcbb-20a50df58469%2Fxfvhmn_processed.png&w=3840&q=75)
Transcribed Image Text:□
23. The table below shows the number of vehicles parked in a downtown parking lot over a three day period.
O
O Buses over the three days was $702
O All vehicles on Saturday was $818
O All vehicles on Thursday was $702
Cars on Thursday was $711
Thursday
Friday
Saturday
Cars
72
84
91
Buses
9
2
6
The parking charge for cars is $8, the charge for buses is $15, and there is no charges for bicycles. The total revenue for each of the three days can be determined from the product of the two matrices below.
[72 9 6
84 2 3 x [Charge Matrix] = [Revenue Matrix]
91 6 11
From this matrix operation, it can be determined that the revenue from
Bicycles
6
3
11
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