Answer:
$634,443
Explanation:
The computation of total overhead applied to Product P4 under activity-based costing is shown below:-
Activity Expected Expected Activity
costs Activity Rate
a b c = a ÷ b
Labor related $145,000 6,000 DLHs 24.17 per DLHs
Production
orders $68,360 1,400 orders 48.83 Per orders
Order size $1,069,190 5,800 MHs 184.34 per MHs
Product P4
Activity driver Overhead
Incurred Assigned
d e = c × d
2,000 $48,340
300 $14,649
3,100 $571,454
Total overhead cost $634,443
Answer:
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First and foremost, specifically which topics to cover and how much time to take covering them.
I would ask those questions because my boss may have a different idea of what needs to be communicated than I. My boss may also have a different objective for the communication than I realized and I may be able to enhance that message in some way.
Answer:
N = 3,120 (Approx)
Explanation:
Given:
z- score for 99% confidence = 2.58
Proportion (P) = 75% = 75 / 100 = 0.75
E = 2% = 0.02
Q = 1 - P = 1 - 0.75 = 0.25
Computation:
Therefore, N = 3,120 (Approx).
Answer:
c. Appreciate; Appreciate
Explanation:
Triangular arbitrage is the act of taking an opportunity resulting from a pricing discrepancy among three different currencies when the currency's exchange rates do not exactly match up
This cases are very rare and for a quite short period of time so there are very few traders who takes the advantange of them.
Lets study th given cases here:
A) NZ dollar Versus Mexican Peso
The exchage rate is 1NZ$= 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
