Answer:
10%; 16%
Explanation:
Given that,
Real GDP in the first quarter of 2016 = $10 billion
Real GDP in the first quarter of 2017 = $11 billion
Increased from the fourth quarter of 2016 to the first quarter of 2017 = 4%
Growth rate from the first quarter of 2016 to first quarter of 2017:
= 
= 
= 10%
Real GDP growth rate is as follows:
= 4% × 4
= 16%
Answer:
15%
Explanation:
If Miranda works 40 hours a week at a wage rate of $25. and she however calculates that on the last hour that she works, she pays $3.75. then her marginal tax rate is derived as follows
<em>The marginal tax rate is the incremental tax paid on incremental income.</em>
From the scenario, we are given the following:
Weekly wage rate is $25.
Weekly tax pay is $3.75
Hence, Marginal tax rate can be computed as = $3.75 / $25 = 15%
Answer:
c. Optimum replacement interval (ORI)
Explanation:
Optimum replacement interval used to estimate the most cost effective time to replace an asset on the basis of their replacement cost.
There needs to be a balance between the replacement cost and the value that is being lost by changing the asset.
The useful value must be low to justify replacement cost.
For example if the cost of maintaining a machine has increased a lot as a result of wear and tear, it will be more cost effective to make a replacement in order to minimise cost and increase efficiency
<span>Seek out others' points of view and perspectives</span>
Answer:
The correct answer is letter "D": straight line.
Explanation:
Utility represents the satisfaction a person receives from the use of a good or service. In case there is a risk-neutral decision-maker, that individual is unlikely to vary the value he or she provides to the use of products to remain in a comfort zone. However, the utility could vary according to satisfaction the good or service provides in different situations.
Thus, if plotted in a graph, <em>the value representing the horizontal axis and the utility the vertical axis, there will be a straight line departing from the horizontal axis parallel to the vertical axis.</em>