Answer:
1. Intensive Distribution
2. Selective Distribution
3. Intensive Distribution
4. Exclusive Distribution
5. Selective Distribution
6. Exclusive Distribution
Explanation:
Intensive Distribution is the one in which the product is available almost everywhere. That the product is easily available and the company ensures that it has a wide range of consumers.
Selective Distribution is the one in which the product is available only at some identified places, as for example the 5. point the apple phones are available usually at apple stores or some other specified mobile sellers, thus it is easily available yet at some limited shops only.
Exclusive Distribution is the one in which the product is available only at some exclusive shops, as in the 4th point and 6th point the luxury brand is not easily available and rather at only a few outlets of the company.
Answer:
$42.5 billion
Explanation:
the expected value formula = ∑ (valueₙ x probabilityₙ)
expected value = (low value x probability of low value) + (most likely value x probability of most likely value) + (high value x probability of high value)
= ($5 billion x 20%) + ($45 billion x 70%) + ($100 billion x 10%) = $1 billion + $31.5 billion + $10 billion = $42.5 billion
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Answer:
Option c. 5.25 times is the correct answer.
Explanation:
Below is the calculation:
Income before income tax = $420000
Income tax expenses = 120000 dollars
Net income = $300000
Interest expense = $80000
Interest earned ratio = Earning Before Interest and Taxes / Interest Expenses
Interest earned ratio = 420000 / 80000
Interest earned ratio = 5.25 times
Option c. 5.25 times is the correct answer.
If these were the given choices:
A) Wells Fargo
B) Countrywide
C) J.P. Morgan Chase
D) Bear Sterns
My answer would be C) J.P Morgan Chase
The SEC filed civil false-certification charges against J.P Morgan Chase because they misled investors into investing in a complex mortgage securities transaction during the time when the housing market was starting to go down.
J.P Morgan Chase agreed to pay a settlement that will reimburse the affected investors their total investments.
