Reference no: EM133589015
Homework: Social Group Matrix
Throughout the course, you have learned about different types of social groups and the important ways they influence society. In addition, you've studied the dynamics, stratification, and inequalities that can occur among groups. We are faced with increasingly complex and rapidly changing social situations in our society, and while we are all members of the groups, organizations, and governments in our environments, we are also their creators. Social groups can be powerful forces and they may be the stepping-stones and building blocks for social change.
In this homework, you have the opportunity to summarize factors that contribute to group dynamics, social inequality, and social change within major social groups.
Social Group Matrix
Identify 2 major social groups that experience social inequality and that could benefit from social change. You will determine the factors that contribute to their group dynamics and social inequality, the social change that's needed, and the strategies and policies that will contribute to making the change.
Complete the following matrix.
Factors
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Social Group 1:Enter your response here.
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Social Group 2:Enter your response here.
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Describe the social group and the group's dynamics, including a summary of factors that contribute to the group's dynamics.
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Enter your 100- to 150-word response here.
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Enter your 100- to 150-word response here.
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Describe the social inequality the group experiences, including a summary of factors that contribute to the inequality.
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Enter your 100- to 150-word response here.
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Enter your 100- to 150-word response here.
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Explain a social change that could address the social inequality experienced by the group, including how the group may benefit from the social change.
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Enter your 75- to 100-word response here.
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Enter your 75- to 100-word response here.
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Summarize the strategies and policies that would contribute to making the social change.
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Enter your 75- to 100-word response here.
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Enter your 75- to 100-word response here.
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