To me they should always see if it is real money they are getting before they give them the item.
Answer: Is an example of money functioning as a UNIT OF ACCOUNT.
Explanation: Money is defined as an item of value between two or more parties used for the exchange of goods or services. It's various functions are; store of value, a unit of account, a medium of exchange.
Money as a unit of account is a measurement of value/cost of goods, services, or assets.
Answer:
The GDP in this economy is $6,230 billion.
Explanation:
The GDP can be calculated using the following formula:
Y = C + I + G + (X - M) ....................................... (1)
Where:
Y = GDP of the economy
C = Personal Consumption Expenditures = $4,500
I = Gross Private Domestic Investment = $800
G = Government Purchases = $950
X = Exports = $65
M = Imports = $85
Substituting the values into equation (1), we have:
Y = $4,500 + $800 + $950 + ($65 - $85)
Y = $6,250 - $20
Y = $6,230
Since the figures are in billions of dollars, the GDP in this economy is therefore $6,230 billion.
Answer:
The correct answer is loss of $155,000.
Explanation:
According to the scenario, computation of the given data are as follow:-
West division’s net operating income if it’s continue = ($15,000 - $75,000)
= -$60,000
We can calculate the net operating income if west discontinue by using following formula:-
West division’s net operating income if it’s discontinue = Net Operating Income - Allocated Common Corporate Cost
= ($15,000 - 170,000)
= -$155,000 (Negative shows loss).
Hence, Loss of $155,000.
Answer:
Call payoff = Max [0, Stock price - Strike price]
Call payoff = Max[0,25-20]
Call payoff = 5
Put payoff = Max[0, strike price - stock price]
Put payoff = max[0,20-25]
Put payoff = 0
Strike price = K = 20
Stock price = S = 25
interest rate = 10% = 0.1
Time to expiry = T = 3 months = 3/12 = 0.25
Put call parity: C + K*Exp(-r*T) = P + S
C = P + S - K*Exp(-r*T)
Call = 3 + 25 - 20*exp(-0.1*0.25)
Call = 28 - 19.5062 =
Call = 8.4938 > 3
So, yes there is an arbitrage
. Implied value is 8.4938 but trades at 3.00; Call option is trading cheap hence we should buy more call options.