Answer:
c. Appreciate; Appreciate
Explanation:
Triangular arbitrage is the act of taking an opportunity resulting from a pricing discrepancy among three different currencies when the currency's exchange rates do not exactly match up
This cases are very rare and for a quite short period of time so there are very few traders who takes the advantange of them.
Lets study th given cases here:
A) NZ dollar Versus Mexican Peso
The exchage rate is 1NZ$= 2 Mexican Pesos (MXP)
But if we apply the triangular arbitrage:
1 NZ dollar = 0.3333 US$
and we know tha 1 US$= 7 Mexican Pesos (MXP
Then 1 NZ dollar = 0.3333* 7 MXP= 2.333 MXP
So the NZ dollar appreciates
B) MXP Versus U$S
The exchage rate is 1 MXP= (1/7) U$S
But if we apply the triangular arbitrage:
1 MXP = 0.5 NZ
and we know tha 1 NZ= 0.333 US$
Then 1 MXP = 0.5* 0.333 U$S= 0.166 U$S
So the MXP appreciates
<span>The answer is 516,250 by first calculating expenses (6,500,000-40,000-expenses=590,000), net income = revenue-expenses.</span>
Answer:
x1.044 - x
Explanation:
The formula for calculating compound interest is as below
FV = PV × (1+r)^n
where FV = Future Value
PV = Present Value
r = annual interest rate
n = number of periods
How much would x dollars earn in 1 year at a rate of 4.4% compounded annually?
In this case, PV =X, r =4.4% and n=1
FV = x x ( 1+4.4/100)^1
Fv = x x( 1.044)^1
Fv = x1.044
x dollars will earn x1.044 - x
Answer
Retained earnings at the beginning of Year 2 was: $1,450
Explanation
Revenue = $2,100
Retained Earnings Closing Balance = $1,850
Expenses = $1,150
Dividends = $550
Retained Earnings Closing Balance = Revenue - Expenses - Dividends + Retained Earning Beginning Balance
$1,850 = $2,100 - $1,150 - $550 + Retained Earning Beginning Balance
Retained Earning Beginning Balance = $1,450
Answer:
Results are below.
Explanation:
<u>First, we need to calculate the total cost of producing 2,900 units:</u>
Total cost= direct material + direct labor + allocated overhead
Total cost= (2*7)*2,900 + (0.5*16)*2,900 + [(0.5*16)*0.6]*2,900
Total cost= 40,600 + 23,200 + 13,920
Total cost= $77,720
<u>Now, the unitary standard cost:</u>
Unitary cost= total cost/number of units
Unitary cost= 77,720 / 2,900
Unitary cost= $26.8
