Answer:
subsititution
Explanation:
Since in the situation it is mentioned that margot has fallen with 3 set bedroom i.e. 2500 square foot and its amount is $400,000. Now there is another three set bedroom of 2,400 square foot and its amount is $350,000 so here two options are given and according to the price he opted for the second property
So out of two choices he should opt for one that means it is a subsititution economic principle
Explanation:
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Answer:
The interest rate is higher in the US.
Explanation:
The forward price is calculated using the following formula,
F= S ( 1+Rd / 1+Rf)^t
where,
- F = Forward rate
- S = Spot rate
- Rd = Nominal interest rate in domestic market
- Rf = Nominal interest rate in foreign market
- t = time in years
We consider that the domestic market is the US and the domestic currency is the USD. Thus, it is a direct quote where 1 EUR = 1.3 USD
The forward price ER is more than the Sport ER only when the interest rate in domestic market is more than the interest rate in foreign market and as a result, the value of domestic currency against a foreign currency in the forward market depreciates.
We can see this by the following example,
Say Spot rate is $1.3 per 1 EUR and the interest rate in US is 10% while that in Euro zone is 5%. When we calculate the forward ER we will see that 1 EUR will buy us more USD in forward (more than 1.3 USD)
F= 1.3 * (1.1 / 1.05)^1 => $1.362 PER 1EUR
Answer:
The correct answer is B.
Explanation:
Giving the following information:
Option 1: they can pay Sadie $5 per haircut plus 20% of their revenue.
Option 2: they can pay a flat chair rental of $1,000 per month.
The hairdressers charge their customers $40 per haircut.
Option1= 5*cut + 8*cut= $13 per cut
Option 2= $1000
1000= 13x
77=x
77 haircuts.
Answer: $124800
Explanation:
First, we have to calculate the ammortization expense which will be:
= $468000 / 10
= $46800
May 2019 = ($46800 × 8/12)
= $31200
December 2020 = $46800
December 2021 = $46800
Ammortization expense will now be:
= $31200 + $46800 + $46800
= $124800