Assuming a company sells 800 units at $16 each, has variable costs of $12 per unit. The after-tax income is $1,200.
<h3>After-tax income</h3>
Using this formula
After-tax income=(Selling units×Selling price)-[(Variable costs×Selling price)+Fixed costs]×(1- tax rate)
Let plug in the formula
After-tax income=(800 units× $16 each)-[(800 units × $12 each)+$1200]×(1-.40)
After-tax income=$12,800-($9,600+$1,200)×0.60
After-tax income=$12,800-$10,800×0.60
After-tax income=$2,000×0.60
After-tax income=$1,200
Inconclusion the after-tax income is $1,200.
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Answer:
secondary
Explanation:
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Answer:
<em>The net welfare loss is $250</em>
Explanation:
<em>The Quota of a country imposes the importation of goods for business men or traders. if at any selling price from the example given that, if the system reduces imports by 50 units, therefore, lets assume linear supply and demand curves as follows,</em>
<em>quota of imports of good multiply by the price been raised 5$= 250$ is the net welfare loss.</em>
Answer:
The answer is 0.01082
Explanation:
The formula for forward exchange rate is:
F = S x 1+rd/1+rf
where F is the forward exchange rate
S is the spot exchange rate(0.010798)
rd is the foreign currency interest rate(3% or 0.03)
rf is the domestic interest rate(3.75% or 0.0375
Month is 3 months(90days) and total number of days in a year is 360days.
Find find the attached file for calculation
The four dimensions of statistical thinking, according to Wild & Pfannkuch are an investigative cycle, styles of thinking, an interrogative cycle, and dispositions. The four dimensions are simultaneously active within the thinker and incorporate both general and specific statistical thinking tendencies. Describe the four statistical reasoning/thinking dimensions that are used in statistical investigation.
* Give and describe a concrete example of how the four-step method was applied in a managerial decision-making process. Please apply the four dimensions of statistical reasoning from Wild and Pfankuch .
* Why is having a representative sample rather than a random sample not more crucial for drawing accurate conclusions about a diverse population?
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