Answer:
D) Marginal utility of the last unit of each product consumed is the same.
Explanation:
To maximize utility with a given income constraint, a consumer must chose products to maximize utility. This can be done so that each extra dollar, which is the marginal income, spent on each of these products yields the equal marginal utility. For example if one product yields more marginal utility per marginal dollar spent, the consumer should reallocate their income so they consume more of this product and less of others, so much so that the utility derived from this product equals utility derived from other products.
Utility is maximized when these marginal utilities per marginal dollar spent coincide.
Hope that helps.
Answer: False
Explanation:
Intellectual capital simply refers to the intangible assets and the resources that helps in the contribution to the value of a particular company or enterprise and help such company to gain competitive advantage over its counterparts.
It should be noted that these assets and resources aren't caught by the traditional accounting reports.
The above statement means that the statement in the question is wrong. Intellectual capital are not caught by traditional accounting reports.
Answer:
0.98%
Explanation:
Note: Options provided is slightly different for this question
EAR = (1+APR/m)^m - 1
EAR = (1+0.069/12)^12 - 1
EAR = (1.00575)^12 - 1
EAR = 1.07122449517 - 1
EAR = 7.12%
Hence, higher EAR charged by Woodburn versus the rate charged by Southwestern = (8.1% - 7.12%) = 0.98%
Answer:
Stratified random sampling.
Explanation:
Startified random sampling is one that divides the total population into subpopulations and analysis of each subpopulation is done to measure variations between them.
Each subpopulation is adequately represented in the whole sample used for study. For example when a population bis divide based on age into 18-30 years, 31-50 years, and 51 years and above.
The researcher divides all the current students into groups based on their class standing (freshman, sophomores, etc.). Then, she randomly draws a sample of 50 students from each of these groups to create a representative sample of the entire student body in the school.
This is use of stratified random sampling.