Answer:
She should continue producing 20 wedding cakes a month.
Explanation:
From the information in the question
Revenue per unit= Total revenue/Units produced
Revenue per unit= 5000/20= $250
We were given the marginal cost as $200
So our revenue per month ($250) is higher than marginal cost ($200)
Yam is making a profit of $50, so she should continue producing 20 cakes per month
Answer:
c. Appreciate; Appreciate
Explanation:
Triangular arbitrage is the act of taking an opportunity resulting from a pricing discrepancy among three different currencies when the currency's exchange rates do not exactly match up
This cases are very rare and for a quite short period of time so there are very few traders who takes the advantange of them.
Lets study th given cases here:
A) NZ dollar Versus Mexican Peso
The exchage rate is 1NZ$= 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
Answer:
formed a valid contract because Rachel's outward expressions showed the formation of a contract.
Explanation:
In contract, outward expressions refers to a situation when both parties has directly communicate the terms of a certain transaction and agreed upon it.
The contract is considered as 'valid' and considered to be a verbal agreement as soon as Rachel proposed a price and Julius agreed upon it.
One thing to remember, Even though this contract is considered as valid , it would be hard for Julius to held Rachel accountable to court since he has no way to proof that the verbal agreement has been made.
Answer:
The correct answer is $65.90 (approx.)
Explanation:
According to the scenario, computation of the given data are as follows:
Dividend paid = $8.50
Increase dividend = $6.50 per year
Require return = 16%
We can calculate the current share price by using following method:
=[($8.5 + $6.5) ÷ (1 + 16%)^1] + [($8.5 + $6.5 + $6.5) ÷ ( 1 + 16%)^2] +[($8.5 + $6.5 + $6.5 + $6.5) ÷ (1+16%)^3] + [($8.5 + $6.5+ $6.5 + $6.5 + $6.5) ÷ (1+16%)^4
= $15 ÷ 1.16 + $21.5 ÷ 1.16^2 + 28 ÷ 1.16^3 + 34.5 ÷ 1.16^4
= $65.90 (approx.)