Write a brief Historic Perspective of Probability Define the following: i) Permutation ii) Combination What is Probability? State the Axioms of Probability Write shote notes on the following: i) Experiment ii) Sample Space iii) Event Space iv) Sample Point v) Trials

Step 1: Identify the given parameters for the Bernoulli experiment. The probability of success in a single trial is $p = 0.02$. The number of trials is $n = 100$.

Step 2: Understand "Intensity of the Process". In the context of a series of Bernoulli trials, the "intensity of the process" refers to the expected number of successes over the given number of trials. This is the mean of a binomial distribution, given by the formula $E(X) = n \cdot p$.

Step 3: Calculate the intensity of the process. $E(X) = n \cdot p$ $E(X) = 100 \cdot 0.02$ $E(X) = 2$

The intensity of the process in 100 trials is $\boxed{2}$.