Answer:
B) An increase in the firm's economic profit.
Explanation:
An increment in the firm's economic gain. Primarily an economic gain or loss exists the contrast betwixt the taxation received from the sale of an output furthermore some expenses of total inputs managed moreover unspecified contingency expenses. In determining financial gain, contingency expenses and specific expenses stay subtracted from taxation received. Because cost equates minimal taxation, an unprecedented acceleration in a specific rate indicates marginal taxation increases. Essentially a conclusion, all firm actuates up its marginal price curve moreover enhances the amount it generates. If a specific firm had continued gaining zero economic gain before significant increment in demand, subsequent these raises the firm acquires an economic profit.
On November 23rd, an officer of MNO Corporation wishes to sell stock under Rule 144. MNO has 50,000,000 shares outstanding. The previous weeks' trading volumes are:
Week Ending Volume
Nov 21 : 500,000 shares
Nov 14 : 525,000 shares
Nov 7 : 485,000 shares
Oct 31 : 450,000 shares
Oct 24 : 400,000 shares
If the Form 144 is filed today, the maximum sale is:
Answer:
500,000 shares
Explanation:
Given that: according to rule 144, which enables the sale of the greater of 1% of the outstanding shares or the weekly average of the preceding 4 weeks trading volume every 90 days.
Then, we have 1% of 50,000,000 shares = 500,000 shares. The last 4 weeks' trading volumes are:
500,000 shares
525,000 shares
485,000 shares
450,000 shares
1,960,000 shares / 4 weeks = 490,000 share average
Therefore, the greater amount is 1% of outstanding shares, which is 500,000 shares.
Answer:
$587.79
Explanation:
Data provided in the question
Amount paid in three years = $700
Discount rate in the first year = 5%
Discount rate in the second year = 6%
Discount rate in the third year = 7%
So by considering the above information, the present value is
= (Amount paid in three years) ÷ (1 + Discount rate in the first year × 1 + Discount rate in the second year × 1 + Discount rate in the third year)
= ($700) ÷ (1 + 0.05 × 1 + 0.06 × 1 + 0.07)
= ($700) ÷ (1.05 × 1.06 × 1.07)
= $700 ÷ 1.19091
= $587.79
Answer:
the value of the marginal product of labor is $500
Explanation:
The computation of the value of the marginal product of labor is shown below:
= MRP × price per unit
= 10 units × $50 per unit
= $500
hence, the value of the marginal product of labor is $500
We simply applied the above formula
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