Answer:
The answer is $4.27
Explanation:
Solution
Given that:
AC corporation earns = $9.2 per share
Pays a dividend of =$4.00
The tax rate (Corporate ) is =39%
The tax rate on personal dividends is= 15%
The tax rate for non-dividend personal income is = 36%
Now,
We must find the after tax rate amount of after tax rate an individual or a person would earn from the dividend
Thus,
The corporate tax =$9.40 * 39% = 3.67
Personal tax = $4.00 * 15% = 0.6
Now we find the total for the after tax rate
Total = $3.67 + $0.6
= $4.27
Therefore, the after tax rate an individual or a person would earn from the said divided is $4.27
Answer:
1.97 times
Explanation:
The formula to compute the current ratio is shown below:
Current ratio = Total Current assets ÷ total current liabilities
Current ratio before any adjustment is shown below:
So, current ratio = $343,980 ÷ 196,600 = 1.75 times
Current ratio after adjustments are shown below:
Current assets = Before adjustment balance + goods purchased costing - physical count of inventory + freight-in charges
= $343,980 + $20,440 - 11,890 + 3,040
= $355,570
Current liabilities = Before adjustment balance - goods not received
= $196,600 - $15,950
= $180,650
So, the current ratio would be
= $355,570 ÷ $180,650
= 1.97 times
A monopolist can produce at a constant average (and marginal<span>) </span>cost of<span> AC = MC = $5</span>
Answer:
Decrease Profit and Inventory Asset value as well.
Explanation:
This will Decrease the closing inventory value which will increase the cost of goods, decrease the profit and ultimately decrease the retained earning value in the balance sheet. It also decrease the Inventory value in the current assets section of balance sheet, which will ultimately decrease the total asset value.
The right answer for the question that is being asked and shown above is that: "• set marketing objectives." The first step in the process of creating a marketing plan is to <span>set marketing objectives. The group must know the goals and objectives why they are making a business or something.</span>