Answer:
A. January 2016
B. May 2016
C. June 2016
Explanation:
Req. A
From the data table above, it is easy to understand that only 10,000 mobile phones were sold in the month of January.
Req. B
From the information above, the highest sales level was in the month of May with a 12,000 smartphones.
Req. C
We know, a monopolist maximizes its profit when marginal revenue equals to the marginal cost. MR = MC.
In that case, two months had equal marginal revenue = marginal cost, i.e., February and June.
According to the maximizing rule, at which point there are a high number of sales and MR = MC, that sales point is considered as maximizing profit.
Therefore, in the month of June, the sales were high with 11,000 smartphones. Hence, June was the firm's maximizing profit.
Answer:
$2,933.40
Explanation:
For computing the owed amount, first we have to compute the daily rate per day which is shown below:
= Rent received ÷ number of days in a month
= $4,400 ÷ 30 days
= 146.67 per day
We know that the number of days in a month is 30 days and the landlord received a rent on December 10, so the remaining days would be 20 days ( 30 days - 10 days of march month)
Now the owed amount would be
= Remaining days × per day rate
= 20 days × 146.67
= $2,933.40
Answer:
8.66%
Explanation:
The computation of the real rate of return is shown below:
Real rate of return = {( 1 + nominal rate of return) ÷ ( 1+ inflation rate)} - 1
= {( 1 + 11.65%) ÷ ( 1 + 2.75%)} - 1
= {(1.1165) ÷ (1.0275)} - 1
= 1.086 - 1
= 0.0866 or 8.66%
We simply apply the formula in which the numerator is nominal rate of return and denominator is inflation rate of return
Answer:
the issue price of the bond is $8,640,999
Explanation:
The computation of the issue price of the bond is shown below:
Particulars Amount PV factor Present value
Semi-annual Interest $300,000 13.59033 $4,077,099
Principal $10,000,000 0.45639 $4,563,900
Issue price of the bonds $8,640,999
Therefore the issue price of the bond is $8,640,999
