Napoleon offered Stability towards France. At the beginning of the Revolution, the economy was in shambles, and the price of a single loaf of bread was equivalent to that of an average workers full year salary
Answer: The correct answer is "A/nal".
Explanation:
In psychoanalysis, a fixation in the a/nal stage refers to a personality that is not fully developed. Usually A/nally fixated adults are people that are extremely organized, tidy, punctual and doesn't like improvising, which in turn causes them high levels of stress and anxiety.
<u>In this particular case, Shaunquelle is an adult who requieres regularity in all aspects of her life. She organizes her clothes by season, she becomes distressed by minor things, she eats the same lunch everyday which shows that Shaunquelle appears to be fixated at the a/nal stage of psycho-sexual development.</u>
<u>In conclusion, the answer is A/nal.</u>
The correct answer is letter D
Explanation: Sigmund Freud has created the Psychoanalysis, that is a theory of personality and system of therapy for treating mental disorders.
In Psychoanalysis the patient can talks in a free way about how they feel and their thoughts, is called free association.
Psychoanalysis was very expensive, and only rich people could do the therapy.
In the confidence interval method the sample data must come from a population that is normally distributed with no outliers.
A confidence interval is a range of values derived from observable data at a desired level of confidence that may include the parameter's true value. The confidence level, such as a 95% confidence level, refers to the accuracy of the estimating process rather than the degree of assurance that the computed confidence interval accurately represents the true value of the parameter under investigation. Confidence intervals are typically written as (some value) ± (a range). The range can be expressed as a percentage or as a real amount. The equation used to determine the confidence interval varies depending on which standard deviation is known.
Learn more about confidence interval calculation
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