A couple wants to have 2 boys and 2 girls. They will continue to
have children until they have reached the goal. Assuming that the
probability that they have 54% chance to have a boy and 46% chance
to have a girl in every pregnancy. No twin or more are possible.
Assuming that their goal is possible and has been fulfilled
today!
Create at least four hypotheses based on the data file
provided!
1) Use a different test for each...
Boys and Girls: Suppose a couple plans to have
two children and the probability of having a girl is 0.50.
(a) What is the sample space for the gender outcomes?
{bb, bg, gg}
{b,g}
{bb, bg, gb, gg}
{bb, gg}
(b) What is the probability that the couple has one boy and one
girl?
1
3
1
4
1
2
3
4
(c) What is the probability that the couple will have at least one
girl?
1
4
1...
Explain the effects of gender development on girls and
boys of different ages when a parent mother or father leaves the
home permanently. (Please incorporate research,
sociological THEORY AND SOCIOLOGICAL CONCEPTS in your answer).
Gender in a Children’s Toy Store.
1) Can you detect a boys’ section and a girls’ section? How do
you know?
2) How do the toys in the boys’ section and girls’ section
differ? (Pay attention to number of toys, types of toys, content of
the games, etc.)
3) How are the toys in the boys’ section and girls’ section
similar?
What sorts of interactions with other children do the boys’ and
girls’ toys encourage? (For example, competition or cooperation?...
a
kindergarten class consists if 11 boys and 14 girls. How many ways
can the following be done? Write final answer in number form.
(a) six students are to be selected for the Naptime
Committe
(b) In the above Naptime comitte, at least two boys and two
girls must be on the committe
(c) a gold start, a green start, a red star, and a blue star
are each to ve awarded to one student. Assume no student receives
more...
How many ways can you arrange 5 boys and 6 girls alternately in
a row of 12 seats? An empty seat between 2 boys is not allowed. As
it is so for 2 girls.
The choices given are:
a. 86,400
b. 345,600
c. 691,200
d. 1,036,800
e. 2,764,800
In how many ways can 3 men, 4 women, 5 boys, and 3 girls be
selected from 7 men, 9 women, 6 boys and 8 girls if
a. no restrictions are imposed,
b. a particular man and woman must be selected?
In how many ways can 2 men, 4 women, 3 boys, and 3 girls be
selected from 6 men, 8 women, 4 boys and 5 girls if a particular
man and woman must be selected?
In
a test of gender selection technique results consisted of 256 baby
girls and five baby boys based on this result what is the
probability of a girl born to a couple using this technique does it
appear that the technique is effective in increasing the likelihood
that a baby will be a girl