Answer:
Cost of equity = 14.43%
Explanation:
Weigheted Average cost of capital is computed using the formula below:
WACC = (Wd×Kd) + (We×Ke)
Kd= aftre tax cost of debt= 12%× (1-0.4)= 7.2%
Wd =Proportion of debt= 40%
We = proportion of equity = 60%
Ke= cost of equity.
let the cost of equity be "y"
WACC = 11.54
11.54 = (40%× 7.2%) + (60% × y)
0.1154 = 0.0288 + 0.6y
0.1154 - 0.0288 = 0.6y
y =(0.1154 - 0.0288)/0.6
y = 0.1443 × 100
y =14.43%
Cost of equity = 14.43%
Answer:
$300,000
Explanation:
Although the property dividend was distributed on January 15, year 6. the <u>amount that will be used is the value of the shares as at the declaration date and not the distribution date </u>
Hence, since the aggregate market price of the tell shares held by bain was $300,000. on the declaration date, the entry to record the declaration of the dividend should include a debit to retained earnings (or property dividends declared) of $300,000
Answer:
For such a report , the sql query required would be:
SELECT emp_id, curr_salary, curr_salary*1.03 AS inc_salary FROM Employee;
Explanation:
For such a report , the sql query required would be:
SELECT emp_id, curr_salary, curr_salary*1.03 AS inc_salary FROM Employee;
In the above sql query employee id is emp_id , curr_salary is the current salary column. "curr_salary*1.03" is been made because an increment of 3% means salary + salary*3% , that is , salary*1.03.
Answer:
$220,000
Explanation:
Calculation to determine How much income from self-employment did Samuel earn from STU
Using this formula
Income from self-employment =Guaranteed payment received+(Interest rate*Ordinary income)
Let plug in the formula
Income from self-employment=$120,000+(25%*$400,000)
Income from self-employment=$120,000+$100,000
Income from self-employment=$220,000
Therefore the amount of income from self-employment that Samuel earn from STU is $220,000