Answer: 11.95%
Explanation:
Present value of the bond before you sold it;
FV = 1,000
N = 6
PMT = 100 = 10% * 1,000
Rate = 8%
Using excel to calculate, use the PV function;
Present value of bond = $1,092.46
Present value of bond after you sell it;
FV = 1,000
N = 5
PMT = 100 = 10% * 1,000
Rate = 7%
Present value = $1,123.01
The Annual total rate of return will be = ( New Price - Old price + Income) / Old price
= ( 1,123.01 - 1,092.46 + 100) / 1,092.46
= 11.95%
Answer:
Rich media display campaign
Explanation:
I will run the rich media display campaign. This is a digital advertising method that uses ads with features that includes, videos, audio, etc, that may interest viewers to be engaged with my content. An ad like this will give room for my audience to be involved through the ad. The consumers are likely to take different forms of action after going through an ad like rich media compared to others.
Answer:
14%
Explanation:
Let IRR from machine be represented with i
Now, $4,120 * Cumulative PV factor (i, 6 periods) = $16,000
Cumulative PV factor (i, 6 periods) = $16,000 / $4,120
Cumulative PV factor (i, 6 periods) = 3.883
Now, we refer to PV factor table, the PV Factor (3.883) falls nearest to i =14%. (See proof in the attached table as attached below)
So therefore, IRR = 14%
So, the machine's internal rate of return is closest to 14%.
Retailers carry small inventories of merchandise to last for only a few days, in a just-in-time logistic system. In a just in time logistic system, the retailers carry small inventories of the merchandise to last for only a couple of days. So the answer in this question is the retailers carry small inventories of merchandise to last for only a few days.
The answer is image oriented advertising. This type of advertising
tends to focus more on the products of which they assume of which are more
presentable and are favorable for their consumers that will be worth trying or
buying of by the consumers.