Answer:
$20.90 & $14.88
Explanation:
The average cost per lead is the marketing expense incurred to acquire a new potential customer. The average cost per or CPL is calculated using the formula total marketing spend / total number of leads. CPL helps identify the most efficient advertising channel.
For the first advertising buy, average cost per lead
=$4,600/220
=$20.90
For the second advertising buy
=$6700/450
=$14.88
Answer:
A. -$425.91
Explanation:
Given that
Start up cost = 2700
Cash inflow 1 = 811
Cash inflow 2 = 924
Cash inflow 3 = 638
Cash inflow 4 = 510
Rate = 11.2% or 0.112
Recall that
NPV = E(CF/1 + i]^n) - initial investment or start up cost
Where
E = summation
CF = Cash flow
i = discount rate
n = years
Thus
NPV = -$2,700 + $811 / 1 + 0.112 + $924 / 1 + 0.112^2 + $638 / 1 + 0.112^3 + $510 / 1 + 0.112^4
NPV = -$425.91
Therefore, NPV = -$425.91
Considering the situation above, by building a strong brand, Wilson has effectively "<u>reduced the price elasticity of demand for its products</u>."
This is because the price elasticity of demand is a term in economics that defines the sensitivity of the quantity demanded of a commodity to its price.
Usually, the price elasticity of demand shows that when the price of a commodity increase, the quantity demanded decreases.
Thus, in this case, since it is said that Kendra allowed Wilson to charge a higher price and not lose many sales, therefore, Wilson has been able to reduce the price elasticity of demand for its products.
Learn more here: brainly.com/question/15654343
Answer:
None of the option is correct.
Explanation:
Principle of comparative advantage states that a country has a comparative advantage in producing a certain goods if the opportunity cost of producing those goods is lower than the other country. A country is exporting a commodity in which it has a comparative advantage and importing a commodity in which it has a comparative disadvantage.
Answer:
Current ratio- 2.03 2.33 1.73 and Acid-test ratio- 0.98 0.43 0.60
Explanation:
Attach is the table of given cases
Acid test ratio= 
Now, solving for acid test ratio.
<u>Case x</u>
⇒ Acid test ratio= 
⇒ Acid test ratio= 
∴ Acid test ratio= 
<u>Case y</u>
⇒ Acid test ratio= 
⇒ Acid test ratio= 
∴ Acid test ratio=
<u></u>
<u>Case Z</u>
⇒ Acid test ratio= 
⇒ Acid test ratio= 
∴ Acid test ratio= 
Next solving for current ratio.
We know, current ratio= 
<u>Case x</u>
⇒ current ratio= 
∴ current ratio= 
<u>Case y</u>
⇒ current ratio= 
∴ current ratio= 
<u>Case Z</u>
⇒ current ratio= 
∴ current ratio= 
Hence, Current ratio- 2.03 2.33 1.73 and Acid-test ratio- 0.98 0.43 0.60