Answer:
<u>Increases,.. higher... more.. low.. lower</u>
Explanation:
This monetary policy acts as economic stimulant by increasing the supply of money in the economy, with increased supply come an increase in the economy's demand for goods and services, leading to higher product prices.
Also, In the short run, this <em>positive change</em> in prices induces firms to produce more goods and services.
This, in turn, leads to<u> a low level of unemployment because companies increase their demand for more labour to meet their demand.</u>
In other words, the economy faces a trade-off between inflation and unemployment: Higher inflation leads to lower unemployment.
Answer:
The complete question is given in the explanation box below and the solutions to the problem is shown in the pictures attached herewith accordingly. Thank you.
Explanation:
a. Determine the degrees of freedom for this test.
b. Compute the test statistic.
c. Compute the p-value.
d. What is your conclusion? Let α = .05.
Answer:
Fayolism
Explanation:
Based on the information provided within the question it seems that the management of Mason Mills reflects the ideas and principles of Fayolism. This is a management theory developed by Henri Fayol, which states 14 principles explaining how management should communicate and lead their workers. Many of which state the importance of organization within the business in order for workers to know who to report to and keep everything running efficiently.
I hope this answered your question. If you have any more questions feel free to ask away at Brainly.
Answer:
d) $677,532.
Explanation:
1.
Written down value of the equipment after 4 years = Cost x ( 100% - 1st year MACRS - Second-year MACRS - Third-year MACRS - Fourth-year MACRS ) = $3,500,000 x ( 100% - 20% - 32% - 19.20% - 11.52% ) = $604,800
2.
Now calculate the gain on the sale of equipment
Gain on the sale of equipment = Sale Price - Written down Value after 4 years = $715,000 - $604,800 = $110,200
3.
Tax owed = Gain on the sale x Tax rate = $110,200 x 34% = $37,468
After-tax salvage value = Sales price - Tax = $715,000 - $37,468 = $677,532
