The D - equations for wireless phones: P = D (P,eA,eB)
- The S- equation for wireless phones: Q = S (P,eA,eB)
- The Exogenous variable A = Price
- The Exogenous variable B = Population growth rate
<h3>What is the equation about?</h3>
The demand and supply relationship is one that differs in a lot of ways and often shown using a graph. Note that the upward slope of the curve on a graph shows the law of demand and the demand for wireless phones is one that can be affected by the amount of new mobile phone subscribers, the average cost of buying the wireless phone, and others.
Hence, The D - equations for wireless phones: P = D (P,eA,eB)
- The S- equation for wireless phones: Q = S (P,eA,eB)
- The Exogenous variable A = Price
- The Exogenous variable B = Population growth rate
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Answer:
B) reach.
Explanation:
Sine the marketing campaign will only last 45 days, it will be very short, and the potential audience is very large. Also during Holiday season a lot of campaigns are launched, so EA's campaign will have competition. So the ad agency must be very concerned with reaching a high percentage of their target audience. They want to produce a high market share and in order to do so, they must reach a lot of people.
In advertising, reach means how many people or households are exposed to your marketing campaign.
Answer and Explanation:
The formula to compute the required rate of return using the CAPM and constant growth model is as follows
Under CAPM
The Required rate of return = Risk-free rate of return + Beta × (Market rate of return - risk-free rate of return)
Constant growth model = Dividend ÷ Price + Growth rate
For Estee lauder,
Under CAPM = 4% + 0.74 × (10% - 4%)
= 4% + 0.74 × 6%
= 4% + 4.44%
= 8.44%
Under the Constant growth model
= $1.70 ÷ $50 + 16.50%
= 19.90%
For Kimco realty,
Under CAPM = 4% + 1.51 × (10% - 4%)
= 4% + 1.51 × 6%
= 4% + 9.06%
= 13.06%
Under the Constant growth model
= $1.68 ÷ $82 + 11%
= 13.05%
For Estee lauder,
Under CAPM = 4% + 1.02× (10% - 4%)
= 4% + 1.02 × 6%
= 4% + 6.12%
= 10.12%
Under the Constant growth model
= $0.60 ÷ $10 + 13%
= 19.00%
Answer:Average issue price = $105--b
Explanation:
Preferred stock , $100 par = $260,000
number of shares issued =Preferred stock / par value preferred stock= =$260,000 / $100 = 2,600 shares
Paid in capital in excess of par = total issued price - preferred stock
total issued value = paid in capital in excess of par preferred stock + preferred stock = 14,000 + 260,000=$274,000
Average issue price = Total issue price / number of shares issued = $274,000/ 2600= 105.38 = $105
