Answer:
The correct answer is option c.
Explanation:
A payoff matrix is a table that shows the payoff of two players according to the strategies they adopt. The rows show the strategies of one player and the columns show the strategies of the other and cells show payoff.
It is very important in game theory as it summarizes what return or payoff each player is getting according to its action or strategy.
It helps in determining whether a dominant strategy of players and Nash equilibrium exists or not.
Answer:
Concurrent validation
Explantion:
Concurrent validation is employed to establish documented proof that a facility and process will function as they are intended, on the basis of information gotten during actual use of the process.
Concurrent validity is a type of proof that can be assembled to justify the use of a test for predicting other outcomes.
Answer:
$6268.21
Explanation:
Future value = $8000
Interest(r) = 5%
Period (n)= 5 years
How much need to deposit?
Find the Present value:
PV = FV / (1+r)n
= 8000 / (1.05)5
= 8000 / 1.27628156
Present Value / Amount need to deposi today = $6268.21 approx
Answer:
Credit
Explanation:
The Common Stock Account is a also known as the stockholder's equity account.
Equity accounts maintain Credit balances with the corresponding Debit entries going to the Cash Received Account when the payment is made for the issued shares.
In the case of Rush Inc's issue of 10 shares at the Market Price of $10, the first entry in the Common Stock account is a Credit entry. Once, the corresponding debit entry will go the Cash Account.
Answer:
Option (C) is correct.
Explanation:
Given that,
Share of common stock (par value $5) = $20 (at a time when the stock was selling for $32)
Price paid for 2,000, $1,000 bonds with the warrants attached = $205,000
Market price of the Lake = $180,000
Market price of the warrants = $20,000
The amount allocated to the warrants should be:
= [Market price of warrants ÷ (Market price of warrants + Market price of Lake)] × Price paid
= [$20,000 ÷ ($20,000 + $180,000)] × $205,000
= $20,500
