<span>This shows an example of "</span>Imaginary audience".
The imaginary audience alludes to a state where an individual envisions and trusts that huge numbers of individuals are energetically tuning in to or watching him or her. In spite of the fact that this state is regularly shown in youthful puberty, individuals of all ages may harbor a dream of a nonexistent group of onlookers.
Answer:
Mean of sampling distribution=3.5
Standard error of sampling distribution=0.219
Explanation:
We know that
The average of catching fish per fishing trip=μ=3.5
and
The standard deviation of catching fish per fishing trip= σ=1.2.
We have to find the mean and standard error of sampling distribution of 30 fishing trips i.e. μxbar=? and σxbar=?
Mean of sampling distribution=μxbar=μ=3.5
Standard error of sampling distribution=σxbar=σ/√n
Standard error of sampling distribution=σxbar=1.2/√30
Standard error of sampling distribution=σxbar=1.2/5.4772
Standard error of sampling distribution=σxbar=0.219
Thus, the mean and standard error for a sampling distribution of 30 fishing trips are 3.5 and 0.219.
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Affirmative action refers to a hiring or admissions strategy that offers traditionally disadvantaged groups particular treatment in order to reduce the current impacts of past discrimination.
Affirmative action is a set of policies, programs, and practices that give minorities and women limited preferences in job hiring, admission to higher education institutions, the awarding of government contracts, and other social benefits. It was first implemented by the government as a response to the negative effects of long-standing discrimination against such groups.
Age, gender, ethnic origin, and race are the traditional factors for affirmative action. President Lyndon Johnson's administration (1963–1969) launched affirmative action in an effort to increase possibilities for African Americans as civil rights laws eliminated the justifications for discrimination.
To learn more about affirmative action, visit the link below:
brainly.com/question/28025441
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