When the effects and impacts of compounding over time are taken into account, the effective annual interest rate is the true return on a savings account or any other interest-paying investment.
Option C is the correct answer: Loan F's effective rate will be 0.302 percentage points lower than Loan G's.
<h3>Given</h3>
The interest rate on loan F is 5.66 percent per month, compounded.
The interest rate on loan G is 6.02 percent, compounded semi-annually.
<h3>Computations of effective rates</h3>

Therefore, option c is the correct answer.
For more information about the related question, refer below
brainly.com/question/25857212
Answer:
$1.70
Explanation:
Given that,
Current stock price= $40
Strike price= $39
After a period of one month, two states will be achievable.
- First state
Stock price=$42
Option value= 42-39
=$3
- Second state
Stock price= $38
Option value= 0
Upmove size of first state is
U= 42/40 =1.05
Downmove size of the second state is
D=38/40=0.95
The values given for the upside probability is given as:
Rf= 0.08
t= 1/12
πu = 0.567
The downside probability is equal to:
= 1 - 0.567
= 0.433
Therefore, the present value of option is:
(0.567 × 3) + (0.43 × 0) / e^0.08 × 1/12
= 1.70
Thus, the value of a one-month European call option is $1.70
The type of employment described above is FRICTIONAL UNEMPLOYMENT. Frictional unemployment is said to occur in an economy when the people move from one job to another. Frictional unemployment is always present in an economy because of temporary changes made by both workers and employers.
The awnser is 38,90 because it really is simple math
Answer:
trialability
Explanation:
Since in the given situation it is mentioned that an online retailer offers for free try for his customers and the customers select five pairs theywant to try. Also they could select either for purchase or return
So here it related to the trail of its products where the customer could see whether the company product provide the satisfaction or not and according to this they take the decision whether to purchase the product or not
Hence, the last option is correct