Answer:
MB-TI ( Mayer's-Briggs Type Indicator)
Explanation:
MB-TI ( Mayer's-Briggs Type Indicator) is a type of self-inventory that tells about the basic characteristics of a person such as thinking, intuitive, etc. This questionnaire or test was proposed by mother and daughter Mayer's and her mother Katherine. This test was based on Jung's personality theory. This test also called the first paper and pencil character inventory that tells about the personality of a person. There are traits such as:
- Introversion/Extroversion
- Intuitive/Sensing
- Thinking/Feeling
- Judging/Perceiving
The statement is True. The communication and technological revolution that promotes and enables the globalization of culture has eliminated the preservation of cultural diversity.
Cultural diversity is set appreciating that society is made of many distinct corporations with special pursuits, talents, competencies and. Wishes. It additionally means that you realize that human beings in society can have different religious ideals and sexual orientations to you.
It facilitates dispelling negative stereotypes and private biases about specific companies. Similarly, cultural diversity helps us apprehend and appreciate “approaches of being” that are not always our personal. In order as we engage with others, we will build bridges to consider, respect, and know-how across cultures.
There are generally four different types of range: inner, outside, organizational, and worldview—and also you must purpose to recognize and constitute all of them.
Learn more about cultural diversity here brainly.com/question/25671025
#SPJ4
Answer:
Mexico seems to start having kind of the same issues Venezuela has been having so far, that means more presence of the Estate in economic affairs. If we take a look at Venezuela's case, we'll see that such presence ended up by taking control of product supply and therefore a substancial takeover of private industries. Some analists imply that Mexico will go through that same path and consecuences can be many, if we put it this way.
Explanation:
<em>Answer:</em>
<em>The distribution of a sample mean tends to be skewed to the right or left. </em><em> </em>
<em>Explanation:</em>
<em>The sampling distribution</em><em> is described as one of the probability distribution related to a statistic discovered via an entirely large number of various samples that are being drawn from a particular population. However, the "sampling distribution" of a particular population refers to the distribution of distinct frequencies related to a range of various outcomes that can occur towards the statistics of a given population. </em>
Answer:
The answer is D. the commerce clause
Explanation:
