In how many ways can 2 men, 4 women, 3 boys, and 3 girls 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 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 3 men and 3 women be seated at a round
table if a. no restriction is imposed, b. 2 particular women must
not sit together, c. each woman is to be between 2 men?
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
Achievement gaps, or differences in performance, exist between
boys and girls and men and women. These gaps may relate to athletic
performance, career choice or success, academic achievement, or
general psychological measures such as cognitive abilities. The
question that contemporary research seeks to answer is why these
gaps exist and what can be done to lessen or eliminate them. One
category of variables that can affect achievement is individual
differences such as self-concept or attitudes. For instance, girls
or boys...
Although boys with psychological disorders outnumber girls,
adult women with such disorders outnumber adult men. How might you
explain this age-related shift
A committee of size 3 is to be selected from 6 men and 2
women. (a) Find the probability distribution of the number of women
selected in the committee, and (b) Find the standard deviation.
*
suppose that a
department contains 11 men and 13 women. How many ways are there to
form a committee with seven members if it must have more women than
men