Answer:
$12.53
Explanation:
Data provided in the question
Par value = $1,000
Coupon rate = 2.5%
Reference CPI = 204.89
Now CPI = 205.44
By considering the above information, the correct calculation of the current interest payment is
= Par value × Current CPI ÷ Reference CPI × Coupon rate ÷ 2
= $1,000 × 205.44 ÷ 204.89 × 2.5% ÷ 2
= $12.53
We assume the interest is on semi annual payments
Answer:
7.83%
Explanation:
This is calculated by using the Gordon growth model (GGM) formula as follows: P = d / (r - g) ……………………………………… (1)
Where;
P = market price of the stock = $24.09
d = next year annual dividend = $1.26 r = cost of equity = ?
g = dividend growth rate = 2.6%, or 0.026
Substituting the values into equation and solve for r, we have:
24.09 = 1.26 / (r - 0.026)
24.09 (r - 0.026) = 1.26
24.09r - 0.62634 = 1.26
24.09r = 1.26 + 0.62634
24.09r = 1.88634
r = 1.88634 / 24.09
r = 0.0783038605230386, or 7.83038605230386%
Rounding to 2 decimal places. we have:
r = 7.83%
Therefore, the correct option is 7.83 percent.
Answer: $54,000
Explanation:
Referring to the data regarding store operation given above, difference between cash receipt and cash disbursement for December could be calculated as follows;
December Cash receipt = (340,000*20%+320,000*80%) = 324,000
November Purchases = (340,000 × 75%)+(320,000 × 75% × 60%) - 153,000 = 246,000
December Cash payment = 246,000 +240,000 = 270,000
The difference between cash receipts and cash disbursement for December = 324,000 - 270,000 = 54,000
Answer: Option (iv) is correct.
Explanation:
Frictional unemployment is always present in an economy. Frictional unemployment occur because of the transitions in the employment of the individuals. It is included in the natural unemployment, because it shows the minimum level of unemployment in the economy.
When a person quit his first job and looking for a new job, this is known as frictional unemployment.
So, option(iv) is correct.
