Answer:D. Moral codes and social sanctions
Explanation:
Moral codes refers to acceptable or right ethics that guides people's conducts . Social sanctions refers to actions not necessarily back or enforceable legally that force the people to behave in the right manner.
In the above scenario Brian was not willing to litter the floor due to anticipated public negative reaction s to her littering the floor with cigarettes butt.
It's not a contract for no two parties are involved, nor involved busines merger and neither is it a charity action.
Answer:
Missing word<em> "and the cost of one point at the time of closing"</em>
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Down payment = $260,000*15%
Down payment = $260,000*0.15
Down payment = $39,000
Amount of mortgage = $260,000 - $39,000
Amount of mortgage = $221,000
Cost of 3 point at the time of closing = 3% of amount of mortgage
Cost of 3 point at the time of closing = 3% * $221,000
Cost of 3 point at the time of closing = $6,630
Bright futures funds three scholarships.
The algebraic formulation of the constraint involved in this manufacturing process is <u>c. 4x1 + 2x2 <= 100</u>.
<h3>What is a constraint?</h3>
A constraint is a condition that an optimization problem must satisfy to provide a solution.
The types of constraints are:
- Equality constraints
- Inequality constraints
- Integer constraints.
<h3>Answer Options:</h3>
a. 4x1 + 2x2 >= 100
b. 4x1-2x2 <= 100
c. 4x1 + 2x2 <= 100
d. 4x1 2x2 >= 100
Thus, the algebraic formulation of the constraint involved in this manufacturing process is <u>c. 4x1 + 2x2 <= 100</u>.
Learn more about constraints at brainly.com/question/23796291
Answer:
To no the prices of goods and service and to buy stuff at low prices.
Explanation:
A purely competitive market is a situation where multiplier sellers have homogeneous products. The availability of the information is very important in a purely competitive market in order to decide how many sellers are selling the same product and from where an individual can buy products at low prices. Availability of information means, no seller can earn abnormal profits.
