If Terri an remember a wide range of facts it is most likely that she will remember what she ate for lunch. Also, it is true that with the mind that she has she will most likely be good at trivia games where her memory of many facts will help her to excel.
Answer: a. $39,304
Explanation:
Let us begin by calculating the yearly phone bill.
$63 per month so that is
= 63*12
= $756
A total of $756 per year is spent on the company phone.
Kailynn buys 4 sample kits at $235 per kit.
= 235*4
= $940 in total for the kits last year.
Add the two figures to get her total expenditure from the company.
=940+756
= $1696
Subtract this from her total job benefits,
=$41,000 - $1696
= $39,304
$39,304 was her total employment compensation.
Answer:
$360,000
Explanation:
Net sales : $2,500,000
Cost of goods sold : ($1,300,000)
Gross profit : $ 1,200,000
Interest expense : ($50,000)
Net profit : $ 1, 150,000
Retained earning: ($30,000)
Dividends paid : ($300,000)
Tax at 40%: =40% * $1,150,000
($460,000)
Depreciation expense : $360,000
The things that describes above is that they are all intelligent techniques. These are used in dealing with decision making. In order for the person to know how to deal with the situations and how to cope up by applying the following characteristics in situations.
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
