Treasury bill
<span>It's a short-term debt backed by the U.S.
government with a limit of one year, It's sold in denominations
of $1,000. The maximum purchase is $5 million </span>
The decision to expand depends on the marginal cost of serving more clients and the marginal revenue he will earn from serving more clients.
<h3>What is marginal cost and marginal revenue?</h3>
Marginal revenue is the change in total revenue when output is increased by one unit. Marginal cost is the change in total cost when consumption is increased by one unit.
Economic theory suggests that output should be increased if the marginal revenue exceeds the marginal cost. If marginal cost is greater than marginal revenue, the business should not be expanded. Profit is maximised when marginal revenue is equal to marginal cost.
To learn more about marginal revenue, please check: brainly.com/question/7781429
Answer:
The projects which maximize Vanguard's shareholder wealth are Project A; Project B; Project D.
Explanation:
Projects which maximize the shareholder value are projects delivering Expected Returns which are higher than its risk-adjusted weighted average cost of capital (WACC).
As a result, Project A with Expected return of 15% and risk adjusted WACC of 12%; Project B with Expected return of 12% and risk adjusted WACC of 10%; Project D with Expected return of 9% and risk adjusted WACC of 8%; are the projects that maximize the shareholder's value.
On the other hand, Project C with Expected return of 11% and risk adjusted WACC of 12% is harmful to shareholder value.
to make sure business is conducted safely and fairly
The government creates regulations in order to make sure business is conducted safely and fairly. Without regulation the market would have to auto regolate itself, which is a thing that it does, but the cost of this autoregulations are often too much. The government can help create basic directories to ensure that the trade is safe done.
Answer and Explanation:
The computation of the unused resource capacity in energy and repairs for Tri-State Mill. is shown below;
For energy
= $6,900 - 6,000 × $0.90
= $6,900 - $5,400
= $1,500
For repairs
= $12,000 - 600 × $16
= $12,000 - $9,600
= $2,400
Hence, the unused resource capacity in energy and repairs for Tri-State Mill. is $1,500 and $2,400 respectively
