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1 year ago

Differentiate between common stock and preferred stock.

1 answer:

5 0

The main difference between preferred stock and common stock is that preferred stock gives shareholders voting rights whereas common stock gives no voting rights.

Preferred shareholders have precedence over company interests. Preferred shareholders receive dividends in preference to common shareholders.

Shares include stocks wherein the possession of an organization or business has been divided. One share represents a partial ownership interest in the organization over the total variety of shares.

A stock is a shape of safety that represents the holder's proportional hobby within the issuing employer and is typically bought on an inventory exchange.

Learn more about stock here:brainly.com/question/25818989
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Type the correct answer in the box.

Burka [1]

Answer: Secondary source of market research (external source)

Explanation: when an individual makes use of public information which have been collected by others in his or her research, such source is refered to as a secondary source. It is also called eternal source in market research, this can be gotten from company's websites, market research reports, trade publications etc. All this information can easily be accessible using the internet at small to no cost at all.

So Jamie made use of secondary source (external source) in his market research assignment.

8 0

3 years ago

Here are your points plus 5 extra

kvv77 [185]

Answer:

thank you for the points back. I appreciate it

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3 years ago

Read 2 more answers

A utilities consumer action panel could help resolve consumer complaints about high energy costs because the panel members are

otez555 [7]

The answer is A independent and unbiased

7 0

3 years ago

In most high-tech industries, the fixed costs of developing a product are very _____, and the costs of producing one extra unit

topjm [15]

Answer:

Fixed costs are high, variable costs are low

Explanation:

The reason is that the fixed costs are high because these fixed costs are uncontrollable and their might not be an alternative which means we have to move with higher fixed costs. And this is because most of tasks in manufacturing are handled by the machines not humans. So the cost of maintenance, depreciation, etc are fixed costs which are uncontrollable.

Furthermore, the company has very small variable costs because the company enjoys economies of scales, fast paced manufacturing machines, etc. And this is controllable by investments in another more robust machinery.

7 0

3 years ago

The jackson family is undecided about whether or nara buy a new car of the

ICE Princess25 [194]

The question is incomplete. The complete question is :

The Jackson family is undecided about whether or not to buy a new car. If the probability is .9 that they will buy one, and if the probability is .3 that they will buy a Ford, and if the probability is .4 that they will purchase a car getting more than 20 miles per gallon, what is the probability that they will buy either a car getting more than 20 miles per gallon or a Ford, if all Fords get more than 20 miles per gallon?

Solution :

Given that :

The probability of buying a new car, $P(NC) = 0.9$

Probability of buying Ford = 0.3

That is, if Jackson family buy a car that is a ford car, $P(F) = 0.9 \times 0.3$

= 0.27

The probability for getting more than 20 miles per gallon = 0.4

That is if Jackson family buy a car that have more than 20 miles per gallon mileage, $P(20) = 0. 9 \times0.4=0.36$

The conditions

All of the car have more than 20 miles per gallon mileage.

It means that buying a ford car is subset of getting more than 20 miles per gallon.

$P(20 \text{ miles per gallon}\ \cap \ \text{Ford})=P(F)$

Therefore, the probability of buying a car either getting more than 20 miles per gallon or ford = $P(20 \text{ miles per gallon}\ \cup \ \text{Ford})$

Therefore,

$P(20 \text{ miles per gallon}\ \cup \ \text{Ford})=P(20) + P(F) - P(20 \text{ miles per gallon }\cap \ \text{Ford})$

$P(20 \text{ miles per gallon}\ \cup \ \text{Ford})=P(20) + P(F) - P(F)$

$P(20 \text{ miles per gallon}\ \cup \ \text{Ford})=P(20)$

= 0.36

Thus the probability that Jackson family is buying a car either getting more than 20 miles per gallon or ford is 0.36

3 0

3 years ago