Answer:
Tha annual effective yield rate for the bond is:
= 6.2%
Explanation:
a) Data and Calculations:
Bond par value = $1,000
Annual coupon rate = 6%
Annual spot interest rates = 7%, 8%, and 9% for year 1, year 2, and year 3 respectively
Current value of bond = $970 ($1,000 * 99% * 99% * 99%)
Annual coupon payments = $60 * 3 = $180
Effective rate for the three years = $180/$970 * 100 = 18.6%
Annualized effective yield rate = 6.2% (18.6%/3)
OR
Annualized effective yield rate = (Annual coupon payments/Current value of bonds)
= 6.2% ($60/$970)
Answer:
The quantity is likely to decrease, the change in price depends on the extent of change in demand and supply.
Explanation:
The fear of the mad cow disease lead to a reduction in the demand for beef. This caused the demand curve to move to the left.
At the same time, destruction of cattle heads ordered by the government lead to a reduction in the supply of beef. This caused the supply curve to move to the left.
This leftward shift in both demand as well as supply curve will lead to a reduction in the equilibrium quantity of beef.
The change in price of beef depends upon the extent of change in demand and supply. If both decrease by the same extent, the price will remain the same.
Answer:
The statement which is incorrect or not true is Option A.
Explanation:
Juanita owns 60% of stock in the corporation, so from the profit of $200,000 in the current year, she should report
= $200,000 × 60%
= $120,000
But the Corporation distributed $45,000 to Juanita. Therefore, she should report only $45,000 for this year not $120,000.
Therefore, the first option is incorrect.
Answer:
$720,000
Explanation:
The total budgeted selling and administrative expenses is made up of both fixed and variable components. The variable component of the cost is dependent on the budgeted number of units to be sold.
Total variable cost budgeted
= 58000 ( $1 + $3 + $4 +$2)
= $580,000
Total fixed cost = $10,000 + $120,000 + $4,000 + $6,000
= $140,000
total budgeted selling and administrative expenses for October
= $580,000 + $140,000
= $720,000
