Problem I For each of the following problems indicate by circling whether the distribution given is "A) not binomial" or "B) binomial". For those distributions that are binomial, give the values of the parameters p and n. 1. This distribution is: A) not binomial, B) binomial with p 3 .0036 y Pr(Y=y) y Pr(Y=y) 0 .6561 2. This distribution is: A) not binomial, B) binomial with p = y Pr(Y=y) 0 .25 y Pr(Y=y) 1 .2916 0 .008 3. This distribution is: A) not binomial, B) binomial with p = 1 .50 0 .1296 2 .0486 1 .098 2 .25 2 .382 4. This distribution is: A) not binomial, B) binomial with p = 1 .3456 3 .512 2 .3456 3 .1536 and n = 4 .0001 B) binomial with p = and n = and n = and n = 4 .0256 5. A fair die is rolled 15 times. The distribution of the total number of spots showing is: A) not binomial B) binomial with p = and n = 6. A fair die is rolled until an odd number of spots show. The distribution of the total number of rolls is: A) not binomial and n =

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Problem I
For each of the following problems indicate by circling whether the distribution given is
"A) not binomial" or "B) binomial". For those distributions that are binomial, give the
values of the parameters p and n.
1. This distribution is: A) not binomial, B) binomial with p =
3
.0036
y
Pr(Y=y)
y
Pr(Y=y)
0
.6561
2. This distribution is: A) not binomial, B) binomial with p =
y
Pr(Y=y)
0
.25
y
Pr(Y=y)
1
2916
0
.008
3. This distribution is: A) not binomial, B) binomial with p =
1
.098
2
.0486
1
.50
0
.1296
2
.25
2
.382
4. This distribution is: A) not binomial, B) binomial with p =
1
.3456
3
.512
2
.3456
3
.1536
and n =
B) binomial with p=
4
.0001
and n =
and n =
and n =
4
.0256
5. A fair die is rolled 15 times. The distribution of the total number of spots showing is:
A) not binomial
B) binomial with p =
6. A fair die is rolled until an odd number of spots show. The distribution of the total
number of rolls is:
A) not binomial
and n =
and n =
Transcribed Image Text:Problem I For each of the following problems indicate by circling whether the distribution given is "A) not binomial" or "B) binomial". For those distributions that are binomial, give the values of the parameters p and n. 1. This distribution is: A) not binomial, B) binomial with p = 3 .0036 y Pr(Y=y) y Pr(Y=y) 0 .6561 2. This distribution is: A) not binomial, B) binomial with p = y Pr(Y=y) 0 .25 y Pr(Y=y) 1 2916 0 .008 3. This distribution is: A) not binomial, B) binomial with p = 1 .098 2 .0486 1 .50 0 .1296 2 .25 2 .382 4. This distribution is: A) not binomial, B) binomial with p = 1 .3456 3 .512 2 .3456 3 .1536 and n = B) binomial with p= 4 .0001 and n = and n = and n = 4 .0256 5. A fair die is rolled 15 times. The distribution of the total number of spots showing is: A) not binomial B) binomial with p = 6. A fair die is rolled until an odd number of spots show. The distribution of the total number of rolls is: A) not binomial and n = and n =
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