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NEW QUESTION: 1
Users create expense reports and attach receipts in an Expenses app before submitting them for approval. What should the Administrator consider from a User's perspective when enabling this App for Salesforce Mobile?
A. Users can use Search, create list views, and receive record push notifications from Chatter.
B. Users can create records, attach receipts as photos, and submit for approval. Calculator
C. Users can search Salesforce Records, attach receipts as photos, and approve records from Chatter.
D. Users can create list views, attach receipts as photos, and submit records for approval.
Answer: C
NEW QUESTION: 2
Which three are options for viewing data under Reports and Monitors? (Choose three.)
A. media servers
B. element managers
C. systems
D. system managers
E. locations
Answer: A,B,D
NEW QUESTION: 3
Assume you are the director of capital budgeting for an all-equity firm. The firm's current cost of equity is
16 percent; the risk-free rate is 10 percent; and the market risk premium is 5 percent. You are considering a new project that has 50 percent more beta risk than your firm's assets currently have, i.e., its beta is 50 percent larger than the firm's existing beta. The expected return (IRR) on the new project is 18 percent.
Should the project be accepted if beta risk is the appropriate risk measure?
A. No; the project's risk-adjusted required return is 1 percentage point above its IRR.
B. No; the project's risk-adjusted required return is 2 percentage points above its IRR.
C. Yes; the project's risk-adjusted required return is less than its IRR.
D. No; a 50 percent increase in beta risk gives a risk-adjusted required return of 24 percent.
E. Yes; its IRR is greater than the firm's cost of capital.
Answer: A
Explanation:
Explanation/Reference:
Explanation:
Calculate the beta of the firm, and use to calculate project beta:
k(s) = 0.16 = 0.10 + (0.05)b. b = 1.2.
b(Project) = b(Firm)1.5 b(Project) is 50% greater than current b(Firm)
b(Project) = (1.2)1.5 = 1.8.
Calculate required return on project, k(Project), and compare to IRR.
Project: k(Project) = 0.10 + (0.05)1.8 = 0.19 = 19%. IRR = 0.18 = 18%.
Since the required return is one percentage point greater than the expected IRR, the firm should not accept the new project.
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