Discuss Stigma and how labels and stigma can affect a person
both in becoming addicted and being able to get out of the
addictive cycle. Will defining addictive behaviors as a brain
disorder increase or diminish society’s tolerance of these
behaviors? Are there problems associated with classifying
addictions as a brain disorder?
Compare individual, societal/community, and family
responsibilities in creating, sustaining, and supporting addictive
thinking patterns. Is one more important than the others? Define
each role in your opinion.
Compare...
In an examination the probability distribution of scores
(X) can be approximated by normal distribution with mean
64.9 and standard deviation 9.4.
Suppose one has to obtain at least 55 to pass the exam. What is
the probability that a randomly selected student passed the exam?
[Answer to 3 decimal places]
Tries 0/5
If two students are selected randomly what is the chance that
both the students failed? [Answer to 3 decimal places]
Tries 0/5
If only top 4% students...
2. A groups of developmental psychologists wanted to examine
under what conditions children of 24 month of age can generate the
most number of words. They randomly selected 45 children and
randomly assigned them to three different conditions. Then they
measured the number of words the children uttered in the three
conditions. Specify the null hypothesis and test it at the
significance level of .05. What is your conclusion? Make sure to
provide the summary table from SPSS. Child playing...
In a committee of 10 students and 5 teachers, how many
different groups of five can you send to a conference
a) if there must be only 1 teacher
b) If there must be at least 1 student.
1. Differentiate HIV infection from AIDS. Explain how HIV can
spread in the community.
2. The STDs or venereal diseases can be transmitted from one
person to another through sexual intercourse. Describe the symptoms
of gonorrhea, genital herpes, and syphilis infections. Explain how
they can be prevented.
Suppose 400 students take an exam and the distribution of their
scores can be treated as normal. Find the number of scores falling
into each of the following ranges:
(a) Within 1 standard
deviation of the mean.
(b) Within 2 standard
deviations of the mean.