STA301 QUIZ NO 3 SOLVED SPRING 2019 FILE 1|| 100% VERIFIED|| VURANK

STA301 QUIZ NO 3 SOLVED 100% VERIFIED BY ADMIN (FINAL TERM SYLLABUS)

Q1: The probability of success changes from trial to trial, is the property of:
A) Binomial experiment
B) Hypergeometric experiment (100% Sure)
C) Both binomial & hypergeometric experiment
D) Poisson experiment

Q2: The number of telephone calls that pass through a switchboard ha a Poisson distribution with mean equal to two per minute. The probability that no telephone calls pass through the switch board in a minute is:
A) 0.2707
B) 0.0517
C) 0.0183 (100% Sure)
D) 0.1353

Q3: If X is s discrete random variable and f(x) is the probability of X, then the expected value of this random variable is equal to:
A) Σ[f(x)+x]
B) Σf(x+3)
C) Σxf(x) (100% Sure)
D) Σf(x)

Q4: In hyper geometric distribution formula, N=number of units in the population, n=number of units in the sample, and k is defined as:
A) number of failures in the sample
B) number of failure in population
C) number of successes in sample
D) number of successes in population (100% Sure)

Q5: If μ = 3.82 and S.D(X) = 1.2, then C.V(X) will be:
A) 20.482
B) 24.896
C) 31.412 (100% Sure)
D) 26.451

Q6: Suppose 'X' is equal to the number of heads, when you throw a coin three times, The possible values of X are:
A) 1,2,3
B) 0,1,2,3 (100% Sure)
C) 0,1,2,3,...
D) 1,2,3,...

Q7: If we have f(x) = 4x, 0≤x≤1, then f(x) is a:
A) Continuous random variable
B) Distribution function
C) Probability density function (100% Sure)
D) Probability Distribution

Q8: Density function of normal distribution attains its maximum value when the value of random variable X is:
A) X = Mean (100% Sure)
B) X = Standard Deviation
C) X = Variance
D) All above

Q9: Three unbaised coins are tossed. The sample space is: S = {TTT,TTH,THT,HTT,THH,HTH,HHH}. What is the probability of getting at most two heads?
A) 1/4
B) 3/1
C) 1/2 (100% Sure)
D) 7/8

Q10: From the following table, x 0 1 2 3 f(x) 0.26 0.49 0.22 0.02 E(2X+1) will be:
A) 2
B) 1.98
C) 2.98 (100% Sure)
D) 0.99