Answer: e. 8.61%
Explanation:
This is a perpetual bond so the price is calculable by;
Price = Coupon / Yield to Maturity
Coupon = 7.75% * 1,000
= $77.50
900 = 77.50/ YTM
900 * YTM = 77.50
YTM = 77.50/900
= 8.61%
A firm has a tax burden of 0.6, a leverage ratio of 1.2, an interest burden of 0.7, and a return-on-sales ratio of 14%. The firm generates $2.64 in sales per dollar of assets. What is the firm's ROE
Answer:
18.63%
Explanation:
Calculation for the firm's ROE
Using this formula for
ROE=(Tax burden)(Leverage ratio)(Interest burden)(Return-on-sales ratio)(Sales per dollar of assets)
Let plug in the formula
ROE = (.6)(1.2)(.7)(.14)(2.64)
ROE=18.63%
Therefore the firm's ROE is 18.63%
If Congress votes to increase spending and taxes by the same amount, what is the effect on employment and interest rates
Answer:
a. Increase / Increase
Explanation:
Since in the question it is mentioned that there is an increase in taxes and government spending so it represents the positive stimuls as it occurs because the government incurrent all the revenue for the public welfare due to which there is a rise in the government expenditure that boost the aggregate demand also the GDP value would be rise because of the multiplier effect
Therefore the employment level and the rate of interest would also increased
Answer:
The correct answer was increase / no change
Explanation:
Just took the test
Andrews Corp. ended the year carrying $46,369,000 worth of inventory. Had they sold their entire inventory at their current prices, how much more revenue would it have brought to Andrews Corp.?
a. $264,018,840
b. $191,318,000
c. $67,711,000
d. $104,076,000
Answer: $46,369,000
Explanation:
At the end of the year, all the costs associated with inventory and operations have been dealt with in the income statement.
This means that if the entire inventory were sold at current prices which is $46,369,000, the addition to revenue will be what the goods were sold for which is the current price.
Options do not have this answer but that is it.
The Bureau of Labor Statistics counts as employed people who work part-time, but would prefer to work full-time. Suppose the people who had part-time jobs, but wanted full-time jobs, were counted as unemployed. Explain how the unemployment rate and the labor force participation rate would change.
Answer:
The labor participation rate would not change because it counts the labor force as a percentage of the total adult population, and the labor force includes both the number of people employed and the number of people unemployed, so, even if those working part-time were counted as unemployed by the BLS, they would still be part of the Labor Force.
The labor participation rate formula is:
Labor Participation Rate = (Labor Force / Total Adult Population) x 100
The unemployment rate would indeed change, because it counts the number of unemployed as a percentage of the labor force. If those working part-time were counted as unemployed by the BLS, the number of people unemployed would obviously spike.
The formula is:
Unemployment Rate = (Number of Unemployed / Labor Force) x 100
Tempo Company's fixed budget (based on sales of 16,000 units) for the first quarter reveals the following
FixedBudget
Sales (16,000 units X $211 per unit) 2184,000
Cost of goods sold
Direct materials 322,000
Direct labor 602,000
Production supplies 392,000
Plant manager salary 122,000 14,38,000
Gross profit 13,76,000
Selling expenses
Sales commissions 112,000
Packaging 210,000
Advertising 100,000 422,000
Administrative expenses
Administrative salaries 172,000
Depreciation-office equip. 142,000
Insurance 112,000
Office rent 122,000 548,000
Income from operations 406,000
(1) Compute the total variable cost per unit.
(2) Compute the total fixed costs.
(3) Compute the income from operations for sales volume of 14,000 units.
(4) Compute the income from operations for sales volume of 18,000 units.
Answer:
Part 1
Consider the incremental effects as follows
Sales (2,300 × $75) $172,500
Less Variable Costs ( 2,300 × $25) ($57,500)
Contribution $115,000
Less Fixed Costs ($12,500)
Change in Operating Income $102,500
Part 2
Consider the incremental effects as follows
Sales (2,300 × $75) $172,500
Less Variable Costs ( 2,300 × $25) ($57,500)
Contribution $115,000
Less Fixed Costs ($12,500)
Change in Operating Income $102,500
Part 3
Consider the incremental effects as follows
Sales (2,300 × $75) $172,500
Less Variable Costs ( 2,300 × $25) ($57,500)
Contribution $115,000
Less Fixed Costs ($12,500)
Change in Operating Income $102,500
Suppose payments were made at the end of each month into an ordinary annuity earning interest at the rate of 4.5%/year compounded monthly. If the future value of the annuity after 11 years is $55,000, what was the size of each payment?
Answer:
The size of each payment was $322.78.
Explanation:
This can be calculated using the formula for calculating the Future Value (FV) of an Ordinary Annuity as follows:
FV = M * (((1 + r)^n - 1) / r) ................................. (1)
Where,
FV = Future value of the amount after 11 years = $55,000
M = Monthly payment = ?
r = Monthly interest rate = 4.5% / 12 = 0.045 / 12 = 0.00375
n = number of months = 11 years * 12 = 132
Substituting the values into equation (1) and solve for M, we have:
$55,000 = M * (((1 + 0.00375)^132 - 1) / 0.00375)
$55,000 = M * 170.394706737074
M = $55,000 / 170.394706737074
M = $322.779979808101
Rounding to 2 decimal places, we have:
M = $322.78
Therefore, the size of each payment was $322.78.
