第五章测试
1.

Variables which take on values only at certain points over a given interval are called _______.


A:point variables
B:discrete random variables
C:value variables
D:continuous random variables

答案:B
2.

A variable that can take on values at any point over a given interval is called _______.


A:a discrete random variable
B:a continuous random variable
C:a value variable
D:a point variable
3.

You are offered an investment opportunity. Its outcomes and probabilities are presented in the following table.

 

X

P(X)

–$1000

.40

$0

.20

+$1000

.40

 

The mean of this distribution is _____________.


A:$0 B:$400 C:–$400
D:$200 4.

You are offered an investment opportunity. Its outcomes and probabilities are presented in the following table.

 

X

P(X)

–$1000

.40

$0

.20

+$1000

.40

 

The standard deviation of this distribution is _____________.


A:$894
B:$663
C:$800,000
D:–$400
5.

The long-run average or mean of a Poisson distribution is usually referred to as _______.


A:m
B:a
C:s
D:l
6.

The variance of a Poisson distribution is equal to _______.


A:l2
B:l
C:l/2
D:1566196840(1).jpg 7.

If X is a binomial random with n = 8 and p = 0.6, what is the probability that X is less than or equal to 2?


A:0.375 B:0.009 C:0.050 D:0.041 8.

If X is a binomial random with n = 8 and p = 0.6, what is the probability that X is greater than 2?


A:0.011 B:0.124
C:0.950
D:0.991
9.

Twenty-five items are sampled. Each of these has the same probability of being defective. The probability that exactly 2 of the 25 are defective could best be found by _______.


A:using the exponential distribution
B:using the Poisson distribution
C:using the normal distribution
D:using the binomial distribution
10.

You are offered an investment opportunity. Its outcomes and probabilities are presented in the following table.

 

X

P(X)

–$1000

.40

$0

.20

+$1000

.40

 

Which of the following statements is true?


A:This distribution is skewed to the right.
B:This is a binomial distribution.
C:This distribution is skewed to the left.
D:This distribution is symmetric.

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