Answer: False
Explanation:
<em>The given statement from the following case/scenario is false</em> because in accordance to the rules of law of United States of America , the payments made to foreign officials are always deductible. Therefore the payments that are made by Susan to the Saudi officials are deductible, unless and until they are illegal
.
Answer: Normal good
Explanation:
A normal good is a good that has a positive correlation between its income and demand. This means that for a normal good, an increase in income will lead to an increase in the demand for the good while a reduction in income will also lead to a reduction in the demand for the good.
Cassandra bought 16 clothes when her income was $40000 but when her income reduced to $35000, she bought less of the good. That means that the cotton blouses bought by Cassandra are normal good.
Answer:
$1,015.96
Explanation:
The Price of the Bond (PV) can be calculated as follows :
Fv = $1,000
Pmt = ($1,000 × 8.04%) ÷ 2 = $40.20
n = 9 × 2 = 18
p/yr = 2
i = 7.79%
pv = ?
Using a financial calculator to input the values as shown above, the Price of the Bond (PV) is $1,015.96
Real estate license holder serving as a representative in an intermediary transaction offer <u><em>advice and opinions</em></u> to a client that was not offered under dual brokerage.
The appointment of Real Estate license holders to assist buyers and sellers in an intermediary transaction enables those real estate license holders to provide advise and opinions during the course of talks, in contrast to the practice of dual brokerage. Under the dual brokerage system, license holders were expected to act in a fair and impartial manner. Commission fees are not tied to representation, and it is against the law for license holders to expose sensitive information belonging to the other parties involved in a transaction.
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Answer:
= 7.678%
Explanation:
Data provided
Risk free rate = 6.5%
Beta = 0.31
Marker return rate = 10.3%
Risk free rate = 6.5%
The computation of expected return is shown below:-
Expected return = Risk free rate + Beta × (Marker return rate - Risk free rate)
= 6.5% + 0.31 × (10.3% - 6.5%)
= 6.5% + 0.31 × (3.8%)
= 6.5% + 1.178%
= 7.678%
