Answer: See explanation
Explanation:
Based on the scenario in the question, the amount that the restaurant charge for the lunch excluding any tax will be calculated as:
= $15.40 × 100/(100 + 8)
= $15.40 × 100/108
= $1540/108
= $14.26
Sales tax will be:
= $15.40 × 8%
= $15.40 × 8/100
= $15.40 × 0.08
= $1.23
B. the government makes collusion unnecessary with government-imposed barriers to entry because monopolies enhance economic efficiency.
C. the government encourages collusion with subsidies because resulting profits can be used to develop new products.
D. the government promotes collusion with the Federal Trade Commission because perfectly competitive markets enhance economic efficiency.
E. the government makes collusion illegal with antitrust laws because monopolies reduce economic efficiency.
Answer:
The correct answer is letter "E": the government makes collusion illegal with antitrust laws because monopolies reduce economic efficiency.
Explanation:
Antitrust laws regulate competition between companies. To protect consumers from price manipulation and unfair competition by making sure trade remains unrestrained. When businesses conspire to turn competition to their favor, they violate antitrust laws.
Those regulations prohibit business practices such us monopolies since those types of organizations take control over a certain market, making almost impossible the entry of competitors and consumers have fewer choices and higher prices.
Answer:
The correct answer is letter "A": PCN.
Explanation:
In international staffing, a Parent Country National (PCN) is an employee that is hired to work in the same country from where the employee is resident and where the company has its headquarters. Usually, firms hire PCNs when foreign cultures are distant.
B)Each worker is paid a wage equal to the highest value of the marginal product of labor(i.e., $40).
C)Each worker is paid $15.
D)We need to know the product price before we can figure out the wage rate.
Answer: A. In equilibrium, each worker is paid is or her value of marginal product of labour.
Explanation:
Marginal productivity of income distribution refers to the additional revenue derived from the marginal unit of product produced and that wages should be equal to the marginal revenue derived from the production of additional or marginal product and this is achieved at equilibrium.
The theory also implies that workers should not be paid below or above the marginal revenue derivable from marginal product which implies they cannot be paid $15 or $40, moreover the product price is not a determinant of wages rate.
In equilibrium, each worker is paid his or her value of the marginal product of labor.
According to the marginal productivity theory of income distribution, wages are determined by the marginal product of labor. Therefore, the correct answer to your question is option A: In equilibrium, each worker is paid his or her value of the marginal product of labor. In the context of your question, this means Noe is paid $40, Barbara $35, Calvin $27, and Diana $15, reflecting each's respective marginal productivity.
#SPJ6
Answer:
True
Explanation: If you have overdraft protection your account
Answer:
Amount dollars
Explanation:
Given
principal amount per month
Total time period years months
Monthly rate of interest
As we know that
Where A is the amount
P is the principal amount
r is the rate of interest
n is the number of times interest applied over the total time period
t is the total time period
Substituting the given values in above equation, we get -
The payments of $190 per month for 4 years that your parents are giving you at the start of college, assuming an interest rate of .45 percent per month, are worth $7484.86.
The subject of this question is about calculating the present value of an annuity. The formula to calculate the present value of an annuity is PV = PMT * [(1 - (1 + r)^-n) / r], where PV is the present value, PMT is the monthly payment, r is the monthly interest rate, and n is the number of periods. Here PMT = $190, r = .45/100 = .0045, and n = 4 * 12 = 48 months.
Substituting the values into the formula, we get PV = 190 * [(1 - (1 + .0045)^-48)/.0045]. Then, performing the calculations, we get the present value PV = $7,484.86. Therefore, the payments your parents are providing for the 4 years of college are worth $7484.86 when you first start college assuming an interest rate of .45 percent per month.
#SPJ3
a. Determine the balance in the Retained Earnings account as of January 31, Year 1.
b. Determine the balance in the Revenue and Expense accounts as of January 31, Year 1.
c. Determine the balance in the Retained Earnings account as of December 31, Year 1, before closing.
d. Determine the balances in the Revenue and Expense accounts as of December 31, Year 1, before closing.
e. Determine the balance in the Retained Earnings account as of January 1, Year 2.
f. Determine the balance in the Revenue and Expense accounts as of January 1, Year 2.
Answer:
a. $2,700
b. Revenue = $7,500 and Expenses = $4,800
c. $37,700
d. Revenue = $93,500 and Expenses = $55,800
e. $37,700
f. Revenue = $0 and Expenses = $0
Explanation:
a. Balance in the Retained Earnings account as of January 31, Year 1.
Revenue $7,500
Less Expenses ($4,800)
Net Profit $2,700
Retained Earnings Balance = Opening Retained Earnings + Profit - Dividends
= $ 0 + $2,700 - $ 0
= $2,700
b. Balance in the Revenue and Expense accounts as of January 31, Year 1.
Revenue = $7,500
Expenses = $4,800
c. Balance in the Retained Earnings account as of December 31, Year 1, before closing.
Retained Earnings Balance = Opening Retained Earnings + Profit - Dividends
= $2,700 + ($86,000 - $51,000) - $0
= $37,700
d. Balances in the Revenue and Expense accounts as of December 31, Year 1, before closing.
Revenue ($7,500 + $86,000) = $93,500
Expenses ($4,800 + $51,000) = $55,800
e. Balance in the Retained Earnings account as of January 1, Year 2.
Retained Earnings of December 31, Year 1 = Retained Earnings of January 1, Year 2
= $37,700
f. Balance in the Revenue and Expense accounts as of January 1, Year 2.
Revenue = $0
Expenses = $0