Answer:
Suppose a senator considers introducing a bill to legislate a minimum hourly wage of $12.50.
Wage Labor Demanded Labor Supplied
$12.50 375,000 625,000
This will result in a surplus of labor (625,000 higher than 375,000)
Which of the following statements are true?
- Binding minimum wages cause structural unemployment. As with all price floors, a deadweight loss results, because the quantity supplied is much greater than the quantity demanded. In this case, the price of labor is the wage, and the deadweight loss = structural unemployment
-
In the absence of price controls, a surplus puts downward pressure on wages until they fall to the equilibrium.
Since a labor surplus exists, the price of labor should start to decrease in order to match the equilibrium price.
-
If the minimum wage is set at $12.50, the market will not reach equilibrium. The quantity supplied of labor is much greater than the quantity demanded for labor resulting in a surplus.
Answer:
A) Prepare the revenues section of the income statement.
Lopez Company
Income Statement for the year ended MM DD, YY
Sales Revenue $852,850
-Sales Returns and Allowances $24,030
-Sales Discounts <u> $12,760 </u>
= Net Sales <u>$816,060</u>
B) Prepare separate closing entries for
(1) sales
Dr. Cr.
Sales $852,850
Income Summary $852,850
(2) the contra accounts to sales.
Dr. Cr.
Income Summary $36,736
Sales Returns and Allowances $24,030
Sales Discount $12,706
Answer:
C. the human resources manager
Explanation:
In large organizations, employee recruitment is the function of the human resource manager. The Human resource manager is an expert in employee affairs and works closely with the other managers to hire the right workers for each position.
The human resource manager coordinates the recruitment process, starting with advertising for the position, shortlisting, conducting interviews, and appointing the best candidate.
This is an example of variation. The
coefficient of variation, also referred to as the Spearman coefficient of
variation, is a statistical measure that informs us about the relative dispersion
of a data set. Its calculation is obtained by dividing the standard deviation<span> between
the absolute value of the average of the set and it is usually expressed as a
percentage for its better understanding.</span>
