<span>The goal of the campaign or promotion is to build awareness and inform consumers about a company and its product offerings</span>
In order to see if there is still increase in the sale compared with the money spent of campaign , Alonzo is evaluating the effectiveness of the plan. The evaluation of effectiveness is one of the 6 steps of the promotional campaign.
Answer:
<em>$111.11 or 111.11% of face value</em>
Explanation:
Assuming the face value of $100 for all bonds (without loss of generality)
If the two year coupon bond is repackaged as a one year zero coupon bond paying $12 after one year and another two year bond paying $112 after 2 years, the price of the two zero coupon bonds are given as
Price of one year Zero coupon bond = 12/1.05 = $11.43 (one year ZCB has YTM of 5%)
Price of two year Zero coupon bond = 112/1.06^2 = $99.68 (two year ZCB has YTM of 6%)
So, one can sell the repackaged bonds at a price = $11.43+ $99.68 = $111.11 or 111.11% of face value
When a tax is placed on the buyers of cell phones, the size of the cell phone market <span>and the effective price received by sellers both decrease. When a tax is placed on the buyers of cell phones, the market doesn't really increase or decrease as those needing cell phones are still going to purchase and use them however the price that is received usually decreases because they aren't moving at a fast rate. It is likely that the amount of tax placed on them will have a say in how they increase or decrease within the market. </span>
Answer:
indicates what percent decline in sales could be sustained before the company would operate at a loss.
Explanation:
Since, Margin of safety ratio = Expected Sales - Break even sales
therefore,
The correct statement is : The margin of safety ratio indicates what percent decline in sales could be sustained before the company would operate at a loss.
Answer:
Rp = 3% + BP1 * 10.42% + BP2 * 6.1%
Explanation:
Portfolio A:
R_p = R_f + Beta1*Factor1 + Beta2*Factor2
32% = 3% + 1.6*F1 + 2*F2
Portfolio B
29% = 3% + 2.6*F1 - 0.2*F2
Solvig the equatios
3% = -F1 + 2.2*F2
F1 = 2.2F2 - 3%
F1 = 2.2F2 - 0.03
Substituting
29% = 3% + 2.6*(2.2F2 - 0.03) - 0.2F2
29% = 3% + 5.72F2 - 0.078 - 0.2F2
5.52F2 = 29% - 3% +0.078
5.52F2 = 0.26 +0.078
5.52F2= 0.338
F2 = 0.338/5.52 = 0.061
F1 = 2.2F2 - 0.03 = 2.2(0.061) - 0.03
= 0.1042
The return Beta relationship in this economy Rp = 3% + BP1 * 10.42% + BP2 * 6.1%
