Answer:
The beneficiary should receive 6 more years of payment.
Explanation:
An annuity certain option guarantees that the insured or his/her beneficiaries will receive payments for a minimum period of time in case the insured dies.
In this question the certain option was 10 years, during the first 4 years the insured received his/her annuity payments, but once the insured passed away, his/her beneficiaries will continue to receive payments until the 10 year period ends (6 more years).
Answer:
B. The total interest = $4.35
Explanation:
The first question to answer, is what is the present value of the annuity of the loan and then based on that the total interest can be calculated.
<h2>Present value of annuity= A x [(1-(1+r)-n)/r]*(1+r) </h2>
Where the A represents Annuity = or $20
The r represents the rate or 1.5%
and the n represents the number of periods which is 6 months
Calculating the value =
= 20 x [(1-1.015^-6)/0.015]*1.015
= 20 x [(1-0.91454219251)/0.015]*1.015
= 20*5.782644973
=$115.65
Now that the loan amount is known, the Total Interest can be calculated as follows
Total Interest= number of payments x monthly payments) - the loan amount (calculated above)
= 20 x 6 -115.65
= 120-115.65
The total interest = $4.35
Answer:
D
Explanation:
Sales mix is a ratio of products sold. In this case, sales by golf ball type as a percentage of total sales is the sales mix as it shows the ratio of product sold.
Answer:
d. Over time
Explanation:
The interest revenue will be recognize over time, regardless of the payment
If we only recognize revenue at payment due, if the bank client doesn't paid then we cannot recognize the accrued interest receivable.
We will recognize over time.
The correct answer for the question that is being presented above is this one: "Monopolistic competition." A market structure with a large number of sellers who make differentiated products is called monopolistic competition. Monopolistic Competition refers to a type of imperfect competition<span> such that many producers sell products that are differentiated from one another.</span>