Consider two binomial distributions, each have n=15 trials. The
first distribution has the probability of success...
Consider two binomial distributions, each have n=15 trials. The
first distribution has the probability of success of each trial
with p1=0.80 and the second distribution has the probability of
success of each trial with p2=0.24. What do you observe about these
two binomial distributions?
Select one:
a. The first binomial distribution will have a lower expected
value than the second binomial distribution.
b. The shape of the first binomial distribution is skewed right,
while the second binomial distribution is skewed...
Suppose we have the following 25 residuals, 8, ?5, 7, 1, ?3, ?3,
3, ?5, 1,...
Suppose we have the following 25 residuals, 8, ?5, 7, 1, ?3, ?3,
3, ?5, 1, 9, 8, ?5, 7, 1, ?3, ?3, 3, ?5, 1, 9, 8, ?5, 7, 1, ?3 from
the linear model: y = ?0 + ?1x1 + ?2x2 + .
(a) Please use Durbin-Watson statistic to test H0 : ? = 0 at 5%
level of significance.
(b) Please use run test to examine if there are too many runs at
5% level of significance.
Suppose that you have the following data.
A: 4, 5, 6, 10
B: 5, 8, 9,...
Suppose that you have the following data.
A: 4, 5, 6, 10
B: 5, 8, 9, 10, 11, 13
Find the coordinates of all the points that would appear on the
Q-Q plot. (The x-coordinates correspond to data set A.)
For the random variables described below, which have
binomial distributions?
You toss a balanced coin 50...
For the random variables described below, which have
binomial distributions?
You toss a balanced coin 50 times and count the number
of heads.
Replacement heart valves have a probability of 0.77 of
performing well for 15 years. It is reasonable to assume that
values in different patients fail (or not) independently of each
other. Let X be the number of patients in a group of 500 who will
need another valve replacement within 15 years.
You deal 10 cards from...