Answer:
$4,110 and 12.08%
Explanation:
The computation of the dollar return and the percent return is shown below:
Dollar Return = (Ending Value − Beginning Value) + Income earned
where,
Ending value is
= $126.69 × 300 shares
= $38,007
Beginning value is
= $113.39 × 300 shares
= $34,017
And, the income earned is
= Dividend per share paid × number of shares owed
= $0.40 × 300 shares
= $120
So, the dollar return is
= $38,007 - $34,017 + $120
= $4,110
And, the percentage return is
= (Dollar return ÷ Beginning value) × 100
= ($4,110 ÷ $34,017) × 100
= 12.08%
Answer: China was making up figures
Explanation:
This question is based on the documentary film, ''The End of the Line'' which was done on the effects of fishing worldwide. In 2001, records showed that local stocks of fish were down around the world yet worldwide figures were increasing at a record rate.
The United Nations hired someone to investigate this and what he found was that Communist China was inflating the amount of fish they were harvesting so that they could look more efficient.
Answer:
Products Selling price Unit variable cost Contribution per unit
$ $ $
M 7 3 4
N 6 2 4
O 6 3 3
19 8 11
Break-even point in composite units
= <u>Total fixed cost</u>
Contribution per unit
= <u>$340,000</u>
$11
= 30,909 units
Break-even point for the current sales mix
M 3/6 x 30,909 units = 15,455 units
N 1/6 x 30,909 units = 5,151 units
O 2/6 x 30,909 units = 10,303 units
Explanation:
In this case, we need to calculate contribution per unit of each product by deducting the unit variable cost of each product from their respective selling prices. Then, we will obtain the break-even point in composite units by dividing the total fixed cost by overall contribution per unit.
Then, we will determine the break-even point for the current sales mix by multiplying the proportion of each product in the sales mix by the break-even point in composite units.
Answer:
bondholders will receive 8% of $1,000 = $80
Explanation:
The price of the bond varies depending on the yield to maturity, resulting in higher or lower gains for bondholders, but the actual cash amount received will always be equal to the coupon rate.
The same applies to the issuer of the bond, it may receive more or less money depending on the market rate, which increases or decreases interest expense, but the amount of money paid is always the coupon rate.
