81.
If $$F \sim F\left( {{\nu _1},\,{\nu _2}} \right)$$    then $$1/F \sim $$

82.
Chebyshev's theorem provides that atleast 89% of the values will lie within ±3 standard deviations from the mean for

84.
Match the items of List-I with those of List-II and choose the correct answer.
List-I List-II
a. The probability of two events occurring together or in succession 1. Marginal probability
b. The probability of occurring one event given that another event has occurred 2. Posterior probability
c. The probability of occurring a single event 3. Subjective probability
d. The probability revised in the light of additional information 4. Joint probability
5. Conditional probability

87.
Which of the following statements are not true with regard to questionnaire?

90.
If p = 0.6 for a particular Bernoulli process, the calculation $$\left( {\frac{{8!}}{{5! \times 3!}}} \right){\left( {0.6} \right)^3}{\left( {0.4} \right)^3}$$     indicates the probability of happening of

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