Question 1
Refer to the data provided in Table 11.1 below to answer the following question(s).
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Table 11.1. If the interest rate is 28%, Nashbar Bicycle should
◦ fund all of the projects.
◦ fund the remodeling of the distribution center and the on-site day care center.
◦ fund only the purchase of new tablet computers for its sales staff.
◦ not fund any of the projects.
Question 2
Refer to the data provided in Table 11.1 below to answer the following question(s).
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Table 11.1. If the interest rate is 20%, Nashbar Bicycle should
◦ fund only the purchase of new tablet computers for its sales staff.
◦ fund all of the projects except for the purchase of new tablet computers for its sales staff.
◦ fund all of the projects.
◦ not fund any of the projects.