Answer:
the firm will have a loss of 6.414,97
Break-even rate = 11.34%
Explanation:
We calcualte the present value of a lump sum to know the present sale value:
Nominal: 154,000
time 5 years
rate 0.13
PV 83,585.03
the current sale price 83,585.03
given a cost of <u> (90,000) </u>
the firm will have a loss of 6.414,97
To break event the present value should be 90,000:

rate = 0.113411345 = 11.34%
The appropriate “weighted” in the weighted-criteria evaluation system is derived from the fact that the company will consider particular criteria more important than others and therefore, will give those criteria a higher possible part of the complete score.
The weighted criteria evaluation system is a valuable decision-making technique that is used to analyse program options based on particular evaluation criteria weighted by significance.
By evaluating various options based on their performance with respect to personal criteria, a value for the options can be recognized. The value for each option can be collated to generate a rank order of their performance connected to the criteria as a whole.
To learn more about weighted-criteria evaluation system here
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Answer:
"Persuasive" "reminder"
Explanation:
Campbell's Soup Company ran a series of radio ads tied to local weather forecasts. Before an impending storm the ads said, "Time to stock up on Campbell's Soup." During the storm the ads said, "Stay home and stay warm with Campbell's Soup." The first ad was persuasive advertising, while the second ad was reminder advertising.
The answer is 120000000000000
Answer:
The stock current intrinsic value is: $39,46
Explanation:
We solve using the gordon model for dividend growth to valuate the price of the stock:

d0 = 2.50
d1 = 2.50 x 1.03 = 2.575

Value: 42,91666666666667
This value is three years therefore, we need to discount:

Maturity $42.9167
time 3.00
rate 0.09000
33.1395
We also have to calcualtethe present value of the first, second and third year dividends
discount rate 0.09
# Cashflow Discounted
1 2.5 2.29
2 2.5 2.1
3 2.5 1.93
PV 6.32
We ad this to the PV of the infinite future dividends growing at 3%
6.32 + 33.1395 = 39,4595