A. p > q
B. np > npq
C. p > q
A. Greater than mean
C. Less than equal to mean
D. Equal to mean
A. N-k/n
C. nN/k
D. n+k/N
A. 1
B. 0
D. q
A. Four
C. Varies
D. Probability
B. Geometric distribution
C. Poisson distribution
D. Binomial distribution
B. With replacement
C. With replacement from a finite population
D. With out replacement from an infinite population
A. Random variable
C. Continuous random variable
D. Both (b) and (c) but not (a)
A. {nx}px(1 P)x-n
B. nCxpnqnx
D. {nx}p(1 P)x
A. p must be a multiple of 10
C. There must be at least 3 possible outcomes
D. n must assume a number between 1 and 20 or 25
A. 5.3
B. -2.3
C. -4.8
A. n is fixed
B. Has two outcomes
C. Trials are independent
A. May be inependent or dependent
B. Dependent
D. None of these
B. P/q
C. P = q
B. 1
C. 2q
D. 1/q
A. N.{n/x}px qn-x
B. N p q
D. N.{n/x}p qn-x
A. Small
B. Normal
D. Zero
B. Variance > mean
C. None of these
D. Variance ? mean
B. Pq
C. xm
D. Non of these
B. 3
C. 6
D. 2
B. 20
C. 30
D. 60
B. One Outcome
C. Three Outcome
D. Four Outcome
B. Positively skewed
C. Negative skewed
B. 0 to ?
C. 1 to ?
D. 1 to n
B. None of these
C. Geometric distribution
D. Hpergeometric distribution
B. Linear
C. Equal
D. Dependent
A. None of these
C. 5-Feb
A. Expansion
B. Trial
D. Times
A. Independent
B. Collectively Exhaustive
D. None
A. X
B. n(1 1)
D. ?fx/?f
B. Become more negatively skewed
C. Become symmetrical
D. All of the above.
B. Non
C. Mutually exclusive
D. Equally Likely
E. Dependent
A. Standard dist
B. Poisson dist
C. Hyper-geometric distribution
A. np/q
B. nq/p
D. n p
C. p = q
D. both (a) and (b
A. Success
B. Failure
B. p(0 ? X? n)
C. P(X > 0)
D. P(X = 0)
B. Three
C. Four
E. One
B. p > 1/2
D. q/p
A. n, q
B. q, p
C. n, p, q
A. 60
B. 12
D. 0
A. n
C. 1 P
D. x
A. A fixed number of trials
B. Only two possible outcomes
C. Constant Probability of Success
A. ?np
C. ?npq
D. nq?
E. npq
B. Variance ? mean
C. Variance > mean
A. P
B. 1 -P
C. q
A. 6
C. 4
A. The hypergeometric distribution
B. The binomial distribution
D. All probability distribution
A. Have constant probability
B. Trials must be independent
C. Only 2 possible outcomes
A. Fair
B. Unequal
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