Answer:
Since there is no loss occur from these sales and rather $15 per pair is profit from the sale of boots. So it should be accepted.
Explanation:
Now the calculation of differential income or loss per pair of boots from selling to the organization,
Answer:
a. LIFO.
Explanation:
The LIFO method refers to an inventory method that means the item which is last purchased should be sold first during the period of time. So in this inventory method the earliest cost in the closing inventory should be recorded
Therefore the given situation, the correct option is a.
And, the other options are wrong
Answer:
$1.45
Explanation:
First of all we need to know what is earnings available to common shareholders (EACS).
EACS is the part of earnings which is available to common shareholders after deducting preference dividend from net income after taxes.
We can understand the as follows
Net Profit after taxes $ xxxx
Less: Preference dividend (xxxx)
Earnings available to.common shareholders xxxx
From this amount is we divide number of common stocks / shares, we will get Earnings Per Share (EPS)
EPS = Earnings available to equity shareholders / number of common stock shares
Dividend Payout Ration to common stock (given) = 20%
It means the comapny is paying 20% of EPS to common stock holders and 80% of EPS is tthe retained earnings of the company
Hence dividend to common stockholder = Earnings available.to common shareholders × dividend payout ratio
= $7.25 × 20%
= $1.45
$1.45 is the dividend which company pay to common shareholders
Based on the information given the desired profit per unit is $0.14 per unit.
First step is to find the unit using this formula
Units=Target sales revenue / Target selling price per unit
Units=$850500 / $4.05
Units =210,000
Second step is to calculate the desired profit per unit using this formula
Desired profit per unit=Target selling price per unit - (Target costs / Units)
Desired profit per unit=$4.05-($821250 / 210,000)
Desired profit per unit=$4.05- $3.91
Desired profit per unit=$0.14
Inconclusion the desired profit per unit is $0.14 per unit.
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