Answer:
-$14 per share
Explanation:
The exercise value is the monetary value of Mrs. Jennifer's call option if she was going to exercise it. The exercise value is calculated by subtracting the current stock price from the strike price = $60 - $74 = -$14.
Since no one would exercise a stock warrant knowing that they will lose money, we can expect that Mrs. Jennifer does not exercise her call option. If she really wanted to purchase a stock from LPM it would be cheaper to buy it at its current market price.
That mean good things will happen to you...( I think)
Answer:
$10.80
Explanation:
Given that:
A first-period efficient allocation cost = $10
The constant marginal extraction cost MEC for both periods = $2
The social discount rate (r) = 10%
∴
The efficient undiscounted market price for the 2nd period can be determined by using the formula:
Answer:
D. All of the above
Explanation:
A statement of cash flows is also known as cash flow statement and it is a financial statement which is used to illustrate how changes in income and various account of the balance sheet affect cash and cash equivalents.
The statement of cash flows is also used by financial experts or accountants to breakdown the cash-flow analysis into;
1. Cash-flow from operating activities: it represents cash-flow and transactions from operational business activities such as employee salary, sales of goods etc.
2. Cash-flow from investing activities: it represents the cash flow from investment such as proceeds from the sale of plant, equipments etc.
3. Cash-flow from financing activities: it represents the cash flow from debt or equity. Basically, the costs used in a financing a business.
<em>The purposes of the statement of cash flows are to;</em>
A. Predict future cash flows.
B. Evaluate management decisions.
C. Determine ability to pay debts and dividends.
Answer:
Yes, she should buy
Explanation:
The cost price of the electronic games is $55 per unit.
The selling price is $89 per unit.
The margin is dollar = selling price - cost price
=$89- $55
=$34
As a percentage, the margin will be
=34/55 x 100
=61.82%
If her normal margin is 35%, then the offer is good for her.
