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Lunna [17]
3 years ago
12

An institution is a significant practice, relationship, or organization in a society. Institutions shape the environment in whic

h decisions are made, and they affect production and income in a nation. The most significant institutions are private property rights, political stability and the rule of law, open and competitive markets, efficient taxes, and stable money and stable prices.
Required:
The single greatest incentive for voluntary production is the existence of:______
Business
1 answer:
Sliva [168]3 years ago
5 0

Answer:

Private property rights

Explanation:

The Private property rights are the key that should be considered for the individuals and the country. Also it would given the feeling of pride and inclusion

Moreover, it would include all the cost and the benefits that could be involved in the decision making at the time when it would be decided which resource should be used  

Hence, the above represent the answer

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an employee who has integrity is _____. a. trustworthy and honest b. prompt and efficient c. focused and intelligent d. ethical
Zielflug [23.3K]
An employee who has integrity is _____. A. trustworthy and honest. Hope this helps!
5 0
3 years ago
Read 2 more answers
Jim is being paid $7.25 an hour to work at a restaurant. In the circular flow, this is an example of a:
max2010maxim [7]

Answer:

The answer is household selling a resource in the factor market which is the same thing as business buying resource in the factor market

Explanation:

Factor market is a market in which factors of production e.g land, capital, labor are bought and sold.

In the question above, Jim(household or labor) is working at a restaurant (firm or business). This means Jim is selling his resource(labor) in the factor market while the restaurant is buying the resource(labor) in the factor market.

4 0
3 years ago
During its first year of operations, Novak Corp. Had these transactions pertaining to its common stock. Jan. 10 Issued 26,000 sh
bonufazy [111]

The journal entries to record the common stock transactions under the two scenarios are as follows:

a) Assuming that the common stock has a par value of $4 per share:

Jan. 10 Debit Cash $104,000

Common Stock $104,000

July 1 Debit Cash $495,000

Common Stock $220,000

Additional Paid-in Capital $275,000

b) Assuming that the common stock is no-par with a stated value of $3 per share

Jan. 10 Cash $104,000 Common Stock $78,000 Additional Paid-in Capital $26,000

July 1 Cash $495,000 Common Stock $165,000 Additional Paid-in Capital $330,000

<h3>What is the difference between par value and stated value?</h3>

There is <u>no major difference</u> between the par value and the stated value of the common stock, except as follows.

While the stated value is assigned when there is no par value for accounting purposes, the par value is assigned when the shares are authorized for issuance.

The two function as the face value of the shares which can be compared to the market value to discover if there is additional paid-in capital or not.

<h3>Data and Calculations:</h3>

a) Jan. 10 Cash $104,000 Common Stock $104,000

July 1 Cash $495,000 Common Stock $220,000 Additional Paid-in Capital $275,000

b) Jan. 10 Cash $104,000 Common Stock $78,000 Additional Paid-in Capital $26,000

July 1 Cash $495,000 Common Stock $165,000 Additional Paid-in Capital $330,000

Learn more about recording stock issuance transactions at brainly.com/question/17201601

7 0
2 years ago
Which of the following is NOT a
GalinKa [24]

Explanation:

Win-win approach to reward

allocations

5 0
3 years ago
Suppose that in a monopoly market the total cost per week of producing a high tech product is given by C(x) =3600+100x+2x^2.
vazorg [7]

Answer:

10 units;

50 units.

Explanation:

The revenue function is given by the price function multiplied by the number of units sold (x).

R(x) = x*p(x)=500x-2x^2

The break even point occurs when Revenue equals costs:

C(x) =R(x)\\3600+100x+2x^2=500x-2x^2\\4x^2-400x+3600 = 0\\x^2-100x+900=0\\x=\frac{100\pm \sqrt{100^2-(4*900)}}{2}\\x_1=10\\x_2=90

Therefore, the smallest number of units required for the company to break even is 10 units.

Maximum profit will be achieved at that number of units for which the derivate of the profit function is zero:

P(x)=R(x) - C(x) \\P(x)=3600+100x+2x^2-(500x-2x^2)\\\frac{dP(x)}{dx}=0=8x-400\\x=50

The number of units that will give maximum profit is 50.

3 0
3 years ago
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