Prejudice, stereotyping, and discrimination.
What are the three components of bias?
An example of this forms of bias is the common assumption that women are weak and too emotional, which makes them not suitable for leadership positions in sport, such as coaching.
What is an example of stereotyping?
This concept is a cultural and psychological construct that represents negative attitudes toward another person.
What is prejudice?
This theory suggests that sport contributes positively to society through teaching persistence, cohesion, community, and cooperation.
What is functionalism?
A characteristic of a social grouping that reflects the degree to which objective or subjective differences exist between group members.
What is diversity?
Prejudice.
What is the form of bias that takes place in the affective domain?
This photo represents an example of:
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
What is an example of a positive stereotype?
This concept is exemplified by oversimplified attitudes that people have about the characteristics of particular social groups.
What are stereotypes?
This theory suggests that people categorize themselves and others into groups, which often creates an US vs. THEM mentality.
What is the social categorization framework?
This concept is the degree to which individuals are free to express their individual selves and have a sense of belonging.
What is inclusion?
Stereotyping
What is the form of bias that takes place in the cognitive domain?
This photo represents an example of:
What is an example of access discrimination?
Discrimination
What is the form of bias that takes place in the behavioral domain?
This theory suggests that people have two needs: (1) To feel accepted as part of a group. (2) To feel valuable for their uniqueness.
What is Optimal Distinctiveness Theory?
This concept suggests that everyone has a chance to participate under equal conditions.
What is the level playing field?
Prejudice against or preference towards one thing, person, or group compared with another, usually in a way considered to be unfair.
What is bias?
This photo represents an example of:
What is an example of prejudice?
This form of discrimination prevents people from certain social groups from engaging in or accessing certain activities.
What is Access Discrimination?
This theory suggests that when there are differences among these dimensions in the workplace, there is likely to be fighting, discord and distrust, which can negatively impact work outcomes.
What is Intervening Process Theory?
Employee satisfaction, team work, efficiency, less employee turnover, more capital $$...
What are the benefits of diversity and inclusion in sport management?
The negative treatment of a person due to their group membership.
What is discrimination?
This photo represents an example of:
[Hint: It's a type of discrimination]
What is an example of treatment discrimination?
Unconscious attitudes towards people that are automatic and usually displayed in subtle ways.
What is implicit prejudice?
Seminoles vs. Gators:
Seminoles fans often see themselves as good, and gators fans as bad due to an US vs. THEM mentality created through various forms of bias.
What is an example of social categorization framework?
This concept suggests that your hard work will be rewarded- one's success is based exclusively on your performance/abilities.
What is meritocracy?