Its C. All choices involve cost
Assuming no economies of scale and identical costs, if the firms in a purely competitive industry were replaced by a profit-maximizing monopolist, the likely result would be <u>an Increase in price and reduced output</u>.
A key characteristic of a monopolist company is that it is a profit maximizer. A monopolistic market has no opposition, meaning the monopolist controls the rate and quantity demanded. the level of output that maximizes a monopoly's earnings is while the marginal cost equals the marginal sales.
The profit-maximizing monopolist for the monopoly will be to produce at the amount wherein marginal sales is equal to marginal fee: that is, MR = MC. If the monopoly produces a decreased amount, then MR > MC at those ranges of output, and the firm could make better income by way of expanding output.
The profit-maximizing output stage is represented as the only at which total sales is the height of C and total price is the peak of B; the maximal earnings is measured as the period of the section CB. This output level is also the only at which the whole earnings curve is at its maximum.
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Answer:
Are you sure you copied the options correctly?
When you do the math, $127,682 x 0.237 = $30,261
the closest option is d. $30,471.
average tax rate = $30,471 / $127,682 = 23.86%,
Explanation:
the company's total tax liability = total taxable income x average tax rate
total amount of taxes paid = $127,682 x 23.7% = $30,260.63 ≈ $30,261
The formula used to calculate average tax rate = total taxes paid / total taxable revenue. To determine total taxes paid you just need to adjust this formula.
Answer:
d. 4%.
Explanation:
The computation is shown below;
We know that
Expected stock return = Risk free rate + Beta × Market risk premium
So,
Expected stock return X is
= 2% + 1.4 × 5%
= 9%
And,
Expected stock return Y is
= 2% +.8 × 5%
= 6%
Now
Expected Portfolio return Y and risk free asset is
= Weight stock y × return Y + Weight risk-free asset × Return risk-free asset
= .5 × 6% + .5 × 2%
= 4%
Answer:
$0.10
Explanation:
Calculation for the amount that Rebecca should spend on a PPC advertisement for her website
Using this formula
Amount to be spend=Cost /Numbers e-commerce site visits
Let plug in the formula
Amount to be spend=$300/3,000
Amount to be spend=$0.10
Therefore the amount that Rebecca should spend on a PPC advertisement for her website will be $0.10
