Answer:
y = (x / 100) + 100
Explanation:
First, we need to know the amount of money that it spends on advertising for each extra unit sold. That would be equal to: 2,500 / 25 = 100
This value will be the divisor of the advertising expense (x) to obtain the variable factor of the number of units.
Since 100 units are already sold without investment, this value is taken as fixed and added.
And with the previous data, the formula remains:
y = (x / 100) + 100
<span>The question refers to whether that scenario describes a competitive market, and the answer is - no. This scenario that you have presented us with is not an example of a competitive market because there is no free entry. Because firms cannot freely enter this market, this cannot be said to be competitive, because there are no companies to compete if there is only one firm involved. </span>
Graphically, the full-employment, stable-inflation, rapid-growth economy of the last half of the 1990s is depicted by a rightward shift of the aggregate demand curve along a fixed aggregate supply curve.
An economy is a place of manufacturing, distribution, and change, as well as consumption of goods and services. In preferred, it's miles described as a social domain that emphasizes the practices, discourses, and cloth expressions related to the production, use, and management of scarce assets.
An economy is the massive set of inter-associated production and consumption sports that are useful resources in determining how scarce sources are allotted. In a financial system, the manufacturing and intake of products and services are used to fulfill the wishes of these living and working within it.
The economy is defined because of the management of monetary topics for a community, business, or circle of relatives. An instance of an economic system is the stock market device within the US.
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Answer:
The answer is: Marc´s effective tax rate is 18.29% equivalent to $18,289.50
Explanation:
Marc is a single filer, so his taxable income of $100,000 falls under the fourth tax bracket ($82,501 to $157,500) with a tax rate of 24%. To calculate Marc´s effective tax rate:
Taxes due = $14,089.50 + [24% x ($100,000 - $82,500)]
= $14,089.50 + (24% x $17,500)
= $14,089.50 + $4,200
= $18,289.50
So Marc´s effective tax rate (ETR) = ($18,289.50 / $100,000) x 100 = 18.29%
Note: The $10,000 Marc earned in interest from municipal bonds (City of Birmingham bonds) are tax exempt, so they are not included in these calculations.