The following tables show information regarding the inventory of a flower shop. The shop sells three sizes of arrangements and has three different types - Roses, Orchids, and Mixed. The price is based on size of arrangement. Small Medium Large Roses 5 Orchids 8 Mixed 11 Price 6 9 12 7 10 13 Small $10 Medium $15 Large $20 The store wants to know how much their inventory is worth for all arrangements. Multiply the above tables as matrices (or a modified version of them). Show your two matrices clearly! Then write a sentence describing what each entry in your answer represents - what does the first entry in your answer represent? What does the next entry represent? And so on. Finally, find the total value of all arrangements in the store.
The following tables show information regarding the inventory of a flower shop. The shop sells three sizes of arrangements and has three different types - Roses, Orchids, and Mixed. The price is based on size of arrangement. Small Medium Large Roses 5 Orchids 8 Mixed 11 Price 6 9 12 7 10 13 Small $10 Medium $15 Large $20 The store wants to know how much their inventory is worth for all arrangements. Multiply the above tables as matrices (or a modified version of them). Show your two matrices clearly! Then write a sentence describing what each entry in your answer represents - what does the first entry in your answer represent? What does the next entry represent? And so on. Finally, find the total value of all arrangements in the store.
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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Transcribed Image Text:The following tables show information regarding the inventory of a flower shop. The shop sells three sizes of
arrangements and has three different types - Roses, Orchids, and Mixed. The price is based on size of arrangement.
Small Medium Large
Roses 5
Orchids 8
Mixed 11
6
9
12
7
10
13
Price
Small
$10
Medium $15
Large
$20
The store wants to know how much their inventory is worth for all arrangements. Multiply the above tables as matrices (or
a modified version of them). Show your two matrices clearly! Then write a sentence describing what each entry in your
answer represents - what does the first entry in your answer represent? What does the next entry represent? And so on.
Finally, find the total value of all arrangements in the store.
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