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:
c. −$80.
Explanation:
The computation of the economic profit is shown below:
Economic profit = Total revenue - Cost of seeds - Earning foregone
where,
Total sales revenue is $300
Cost of seeds is $130
And, the earning foregone is
= 10 hours × $25
= $250
So, the economic profit is
= $300 - $130 - $250
= -$80
We simply applied the above formula to determine the economic profit
<u>Answer:</u> Speculation.
<u>Explanation:</u>
Carlos tries to make a profit through exchange rates. Carlos is a speculator who tries to make profit through market fluctuations. The strategy is a risky strategy as the speculators based on their knowledge about the market make decisions accordingly.
Carlos is planning to receive the appreciated value of British Pounds so that he receives the same amount as mentioned in the contract but makes profit out of exchange rates and books FX profits in his books of accounts.
Answer:
Explanation:
The journal entry is shown below:
Truck A/c Dr $4,500
To Cash A/c $4,500
(Being the truck is replaced for cash)
Since the truck is replaced so we debited the truck account and credited the cash account so that the correct posting can be done.
The replacement cost increase its useful life which is capitalized so we also debited the truck account
Answer:
A. 16
B. 57.14
Explanation:
forging presses = 20
setup time = 3 hours
Time required to produce 1 batch = 600 *45 s = 7.5 hours
total workforce = 7 in all;
a. no of forged parts produced in a month ;
total time required to produce 1 forged part = 3 + 7.5 = 10.5 hours;
working hours a day = 8 ;
total no of working days = 21/month;
total no of batches produced n= 21*8/10.5;
n = 16;
so no of parts = 16 * 600 = 9600;
b. labor productivity P= parts /work hour;
P = 9600/21*8 = 57.14