Answer:
Cost of Equity = 11.30%
Explanation:
Computation Cost for Equity
Using Gordon Model
Market Price = [Dividend × (1 + Growth Rate )] / (Cost of Equity - Growth Rate)
41.08 = [$3.01 × (1 + 0.037)] / (Cost of Equity - 0.037)
41.08 = [$3.01 × (1.037)] / (Cost of Equity - 0.037)
Cost of Equity - 0.037 = $3.12 / 41.08
Cost of Equity - 0.037 = $0.076
Cost of Equity = 0.076 + 0.037
Cost of Equity = 0.1130
Cost of Equity = 11.30%
A manager's operation had sales this period of $89,775. last period sales were $85,500. So the manager's percentage sales increase for this period when compared to last period was 5% .
The percentage increase is the measure of the percentage change. The percentage increase is defined as the ratio of increased value to the original value and then multiplied by 100. Here the increased value can be calculated by taking the difference between the final value and the initial value. The formula to calculate increase is given by -
Percentage Increase = [(Final value – Original value) × 100] / Original value %
In this case, original value is $85500 and the final value is $89775, then the percentage increase is:
Percentage Increase = [(89775-85500) ×100]/85500
= 427500/85500
= 5%
So, the percentage increase will be 5% .
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The answer is D. All would be included as human resources
Answer:
The answer is 5000 future contracts
Explanation:
Solution
Given that:
Royal Dutch buys ethanol fuel from Brazilian energy company
Nowm,
The Required coverage = 500,000,000
The BRL/USD futures contract size = 100,000
Number of contracts required = 500,000,000/100,000
So,
= 500,000,000/100,000 = 5000
Therefore, the optimal number of BRL/USD futures contracts for Shell to take to receive the entire amount of Real at delivery is 5000
