Answer:
Answer for the question:
Jackson and Max are the only inhabitants of a small tropical island. Each drives an old, smoke-belching Oldsmobile. Suppose that installing a pollution-control device costs $940. Suppose also that for each pollution-control device installed, both Jackson and Max will see their health care costs decrease by $660.
Complete the payoff matrix below, incorporating the information given above. The payoff on the left corresponds to Jackson, and the payoff on the right corresponds to Max. If nobody installs a device, each will receive a payoff of $0.
Max
Install Don't Install
Jackson Install
Don't Install
is given in the attachment.
Explanation:
Answer:
$390F
Explanation:
The Dermody variance for vehicle operating cost can be determined using the below mentioned formula:
Dermody vehicle operating cost variance=Planned vehicle operating cost- Actual vehicle operating cost
In the given question
Planned vehicle operating cost=$3,010+$331*15
=$7,975
Actual vehicle operating cost=$7,585
Dermody vehicle operating cost variance=$7,975-$7,585
=$390F
Answer:
Option (b) Decline 20%
Explanation:
Data provided in the question:
Firm X has declared a stock dividend that pays one share of stock for every five shares owned
Therefore,
The increase in number of shares
= [ 1 ÷ 5 ] × 100%
= 20%
Thus,
The earnings per share will decrease by the amount of increase in number of shares i.e decrease by 20%
Hence,
Option (b) Decline 20%
Answer:
The amount of cash collections from customers reported by Alex company for the year ended December 31, 2018 is $4,125,000.
Explanation:
Cash collection refers to the collection of cash from from an individual or a business whom invoice has been issued to. Any invoice unpaid are noted as being outstanding.
Cash collection fomular is therefore;
Cash collection = Sales on account + Cash sales + Decrease in accounts receivable
=$2,100,000 +$1,110,000 + $915,000
=$4,125,000
Answer:
The correct answer is B.
Explanation:
Giving the following information:
One year ago, Deltona Motor Parts deposited $16,500 in an investment account to buy new equipment three years from today. Today, it is adding another $12,000 to this account. The company plans on making a final deposit of $20,000 to the account one year from today.
To calculate the future value of the investment, we need to use the following formula:
FV= PV*(1+i)^n
First deposit= 16,500*(1.045^4)= 19,676.56
Second deposit= 12,000*(1.045^3)= 13,694
Third deposit= 20,000*(1.045^2)= 21,840.5
Total= $55,211.06
