Answer:
$1,479
Explanation:
For computing the total deposit, first we have to determine the bank charges which is shown below:
= Merchandise sold × bank charges rate
= $1,500 × 1.4%
= 21
Now the total amount deposited would be
= Merchandise sold - bank charges
= $1,500 - $21
= $1,479
Simply we deduct the bank charges from the Merchandise sold so that the correct amount can come.
Answer:
b. 8.92%
Explanation:
Calculation for the portfolio expected return
Using this formula
Portfolio expected return = (Stock A allocated fund x Stock A expected return) + (Stock B allocated fund x Stock B expected return)
Let plug in the formula
Portfolio expected return= (54%*8%) + (46%*10%)
Portfolio expected return=0.0432+0.046
Portfolio expected return=0.0892*100
Portfolio expected return =8.92%
Therefore the portfolio expected return will be 8.92%
Answer:
the firm's average salary increased by 40%
Explanation:
the average salary for last year = [(5 x $25,000) + (2 x $60,000) + $255,000] / 6 = $500,000 / 6 = $83,333.33
this year's average salary = [(5 x $25,000) + (2 x $60,000) + $455,000] / 6 = $700,000 / 6 = $116,666.67
this means that the average salary has increased by = [($116,666.67 - $83,333.33) / $83,333.33] x 100 = 40%
Answer:
Our P = 17540 $
Explanation:
Amount of Insurance Policy = 50000$
premium reserve at 10th Year = 8000$
Net Premium for the policy = 900$
Annual Interest Rate = 6%
Net Premium at the age of 46 = ????
900 * 10 years = 9000$
9000 + Interest rate @ 6% = 9540$
Net Premium + Premium reserve of 10 Years = 9540 +8000 = 17540$
P = 17540 $
Note: As similar policy have interest rate @ 6%,which is paid every year,
At the age of 46, Net premium reserved amount also will be recovered.
