Answer:
$8 million
Explanation:
Weighted-average cost = [(4,000,000 × $22) + (2,000,000 × $25)] ÷ (4,000,000 + 2,000,000) = $23
Increase in paid-in capital - share repurchase per share = selling price —Weighted-average cost = $27 - $23 = $4
Amount of increase in paid-in capital—share repurchase = Number of treasury shares × $4 = 2 million × $4 = $8 million
Therefore, Cox’s paid-in capital - share repurchase will increase by $8 million.
Answer:
$3,260
Explanation:
Preparation of December statement of cash flows for Ernst Consulting
ERNST CONSULTING Income Statement
For Month Ended October 31
REVENUES
Consulting fees earned $17,450
Total revenues $17,450
EXPENSES
Rent expense $4,530
Salaries expense $8,090
Telephone expense $880
Miscellaneous expenses $690
Total expenses $14,190
Net income $3,260
($17,450-$14,190)
Therefore December statement of cash flows for Ernst Consulting will be $3,260
Answer:
D. The knockoff may miss the finer fit and design details of the original.
Explanation:
Knockoffs are popular in the fashion industry of today. Why? Since most designer items are highly wanted, but unreachable and too expensive for the masses, some manufacturers opted to create <em>replicas</em> of those items.
These items are often made in mass production factories. This is why they often miss the artisan and fine touch of the original designer item.
A planning process is ongoing when there is a review of the marketing plan to prompt Sum Company to look at the relationship between analysis and determination.
<h3>What is a
planning process?</h3>
This refers to the necessary steps taken by a company to develop its budgets to guide its future activities.
Hence, a planning process is ongoing when there is a review of the marketing plan to prompt Sum Company to look at the relationship between analysis and determination.
Read more about planning process
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Answer:
11.86%
Explanation:
Piedmont hotels can be described as an all-equity company
Its stock has a beta of 0.82
The market risk premium is 6.9%
The risk free rate is 4.5%
The adjustment is 1.7%
Therefore, the required rate of return can be calculated as follows
Required rate of return= Risk free rate of return + ( beta×market risk premium) + adjustment
= 4.5% + (0.82×6.9%) + 1.7%
= 4.5% + 5.658 + 1.7%
= 11.86%
Hence the required rate of return for the project is 11.86%