Answer:
e. geodemographic segmentation
Explanation:
Geodemographic segmentation -
It is the technique of statistical classification of the people , depending on the location where they live , is known as geodemographic segmentation .
As , the people living closely are likely to have same characteristics .
In this method , people are classified as falling to same or different locations .
Hence , people living close would be having same taste of food .
Therefore , the correct segmentation method used for the question is the e. geodemographic segmentation .
Higher education inequalities should be addressed to improve the standard of living of South Africa by addressing the skill gap and performing more outreaches and researches.
<h3>What is Education inequality?</h3>
This is defined as the unequal distribution of resources and manpower which are required for the execution of different types of educational programs which should be addressed by the government in finding the required tactics to ensure a balanced system.
The best way to address this defect in the South Africa educational system is by addressing the skill gap and ensuring it is the same both in the rural and urban areas. This should be done by using the same types of funds and training so as to bring about a uniform feature and exposure needed for the improvement.
Read more about Education inequality here brainly.com/question/8994562
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Issues in our current day include immigration, abortion rights, lgbtq rights, discrimination to women and poc, and the pandemic.
Based on the thoughts of Keven, we can infer that this is a<u> hasty generalization fallacy. </u>
<h3>What is a hasty generalization fallacy?</h3>
- Coming to a conclusion about a population based on observations from a very small sample size.
- It is usually false and overblown.
Kevin came to his decision based on the small sample size of his grandparents alone. They are simply too small to account for the millions of older people out there.
In conclusion, option D is correct.
Find out more on hasty generalization at brainly.com/question/1580820.
