In the context of time-based competition, "build a better mousetrap and the world will beat a path to your door." could be interpreted as "those who make better innovations would obtain the most opportunities to obtain profit in the market"
Innovations only offers advantages in the competition because it offer different options for consumers that exclusively belong to US. But innovation is NOT THE ONLY factors for the product's success. There are other factors that can influence the success such as marketing strategies, condition of the economy
Answer:
1.$35,000
2.$6,300,000
Explanation:
The computation of Unit sales to earn the target income and Sales amount at required profit is given below:-
a. Contribution per unit = Unit sale price - Unit variable cost
= $180 - $135
= $45
Unit sales at required profit = (Sales cost + Required cost) ÷ Contribution per unit
= ($562,500 + $1,012,500) ÷ $45
= $1,575,000 ÷ $45
= $35,000
b. Sales amount at required profit = Unit sales at required profit × Unit sale price
= $35,000 × $180
= $6,300,000
Answer:
Required:
Prepare the stockholders’ equity section of the balance sheet at December 31.
Explanation:
check the file attached for the balance sheet at December 31.
Answer:
prior to using the <u>Assumed names</u>
Explanation:
An insurance producer must get himself or his organization registered before doing any business of insurance.
For this there are certain rules as related to the names of such business.
There is the requirement to follow the rules and regulations.
If some person does this business not in his name, and uses some other assumed name, that is any kind of "insurance" word is used for example, "Life Insurance Co." then the person is required to take a prior permission from the commissioner.
This is to ensure that the name shall not be registered with some other organization.
Thus, no assumed names to be used, before prior permission is received from the commissioner.
Answer:
The producer is experiencing diminishing marginal product.
Explanation:
The law of diminishing return explains that every additional unit consumed will have less utility/return than the previous one. Same is the case with labor productivity. The first unit of labor will yield maximum return, every additional unit will result in lesser return/productivity than the previous unit. The will continue up to the point of maximum return. After that point adding additional resources will yield less total output.
