Answer:
$62,750
Explanation:
The computation of budgeted net income is shown below:-
Budgeted income = (Contribution Margin × Units produced and sold ÷ Units) - Manufacturing costs - Selling and administrative costs
= ($118,800 × 25,000 ÷ 27,000) - $29,700 - $17,550
= $110,000 - $29,700 - $17,550
= $62,750
Therefore for computing the Budgeted income we simply applied the above formula.
Assume that in the year 2010, the US Nominal GDP was $15 trillion, while the GDP deflator was 200. US Real GDP for 2010 is 7.5%.
<h3>Real GDP</h3>
Using this formula
GDP=Nominal GDP/GDP deflator×100
Where:
Nominal GDP=$15 trillion
GDP deflator=200
Let plug in the formula
GDP=$15 trillion/200×100
GDP=7.5%
Therefore US Real GDP for 2010 is 7.5%.
Learn more about Real GDP here:brainly.com/question/6348208
It is false that evaluating an advertising campaign is the simplest part of the advertising process because the factors that determine the effectiveness of an ad are limited and clear.
Answer: Option B
<u>Explanation:</u>
To make a product famous that has been manufactured by a company, to make it reach to the consumers and to make them know about it, advertising is one of the most important elements. It focuses on the features, quality, prices etc of the product.
While evaluating the campaign of the advertisement, there are a lot many factors that are to be kept in mind by the company so that the consumers can know about the product.
Answer: Stock B
Explanation:
Use CAPM to calculate the required returns of both stocks.
Stock A
Required return = Risk free rate + beta * ( Market return - risk free rate)
= 5% + 1.20 * (9% - 5%)
= 9.8%
Stock B
Required return = 5% + 1.8 * (9% - 5%)
= 12.2%
Both of them have Expected returns that are higher than their Required returns so both of them are good buys.
The better buy would be the one that has more expected value excess over required return.
Stock A excess = 10% - 9.8% = 0.2%
Stock B excess = 14% - 12.2% = 1.8%
<em>Stock B offers a higher excess and is the better buy. </em>
structure because it's all about how you put it together
