Smith states that capitalism allows individuals to prosper,<span> capitalism allows for such things as division of labor and the specialization that comes with it, this increases the productive efficiency of a nation which in turn increases its wealth and standing in the rest of the world.
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Answer:
C. 534 units
Explanation:
The formula to compute the break-even point is shown below:
= (Fixed cost) ÷ (Contribution margin per unit)
where,
Contribution margin per unit = Selling price per unit - Variable expense per unit
= $3 - $0.75
= $2.25
So, the break-even point would be
= $1,201 ÷ $2.25 per unit
= 534 units
Simply we divide the fixed cost by the contribution margin per unit so that the accurate units can come.
Answer:
$84,000
Explanation:
preference share dividend is at 5% on $100 par value. The number of preference shares is 12,000 shares ( non cumulative)
The year 2017 preference share dividend pay out is 5% of 100 multiplied by 12,000 = $60,000
Deduct $ 60,000 from $144,000 dividend declared in 2017 , the balance is common stockholders dividend.
144,000 minus 60,000 = $84,000
Non cumulative preference shares dividend are paid first for the year the company declares dividend. The dividend is not cumulative ( prior years dividend for which company did not declare dividend are forfeited).
The common stockholders are paid dividend after preference shares dividend are paid. The common stockholders bears the full risk of the business as seen above. In event of liquidation, they are the last to be settled from realised asset of the bankrupt company.
Answer:
$100,000 and $241,000
Explanation:
The computation of the gross profit for the Black and Navy Divisions shown below:
As we know that
Gross profit = Sales - cost of goods sold
For Black, it would be
= $200,000 - $100,000
= $100,000
And, for Navy, it is
= $400,000 - $159,000
= $241,000
We simply applied the above formula to compute the gross profit
Answer:
a. 274
b. 295
Explanation:
a. Optimum Order
Optimum Order = √( (2×Total Annual Demand×Ordering cost per order) / Holding Cost per unit)
= √ ((2×101×19×$39) / $2)
= 273.57
= 274
b. Optimum Order
Optimum Order = √( (2×Total Annual Demand×Ordering cost per order) / Holding Cost per unit)
= √ ((2×101×19×$39) / $8.20 ×0.21)
= 294.83
= 295
