1- In 52 cards, Diamonds and Spades are: ?
(A) 13 (B) 6
Option (A) is correct.
Note: Ace and kings are 4.
2- Bernoulli's Distribution has range from: ?
(A) 0,1,2,3,.....,n (B) 0,1
Option (B) is correct.
3- The Mean of Bernoulli's Distribution is: ?
(A) p (B) pq
Option (A) is correct.
4- A distribution for which probability is same for each value of success is called as: ?
(A) Bernoulli's Distribution (B) Uniform Distribution
Option (B) is correct.
5- The Function of Uniform Distribution is: ?
(A) P(X) = 1/k (B) P(X) = k
Option (A) is correct.
6- In Sequence, 1 + 2 + 3 +.....+ n =: ?
(A) n/2 (B) n(n+1)/2
Option (B) is correct.
7- The Mean of Uniform Distribution is: ?
(A) k + 1/2 (B) k/2
Option (A) is correct.
8- Poisson Distribution and Normal Distribution are the Limiting Functions of: ?
(A) Binomial Distribution (B) Bernoulli's Distribution
Option (A) is correct.
9- Standard Normal Variable 'Z' is equal to: ?
(A) X/sigma (B) X - Mean/sigma
Option (B) is correct.
10- Normal Distribution has range from: ?
(A) - infinity to + infinity (B) 0 to infinity
Option (A) is correct.
11- Mean Deviation of Normal Distribution is: ?
(A) 4/5 sigma or 0.7979 sigma (B) 2/3 sigma or 0.6745 sigma
Option (A) is correct.
Note: Must remember that Quartile Deviation of Normal Distribution is 2/3 sigma or 0.6745 sigma.
12- The Total Area under Normal Curve is always: ?
(A) 2 (B) 1
Option (B) is correct.
Note: Many people ask that how can we explain " Total area under normal curve is 1".?
Very easy and simple answer : 0.5 + 0.5 = 1.
13- The Shape of Normal Distribution is: ?
(A) Bell Shaped (B) Square Shaped
Option (A) is correct.
14- Percentage area between Mean - sigma and Mean + sigma is: ?
(A) 95.45 % (B) 68.67 %
Option (B) is correct.
Note: But, Percentage area between Mean - 2 sigma and Mean + 2 sigma is 95.45 %. And, Percentage area between Mean - 3 sigma and Mean + 3 sigma is 99.73 %.
15- When sample size "n" is very large and neither "p" nor "q" is very small, that's called as: ?
(A) Normal Distribution (B Poisson Distribution
Option (A) is correct.
best of luck!
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