



 
Hi Venni, I think you are expected to use the Binomial Distribution. That is you have an experiment (select a tablet and test it) that you repeat $n$ times $(n = 24),$ the repetitions are independent. I am going to say that success on performing the experiment is finding a defective tablet. The rate of defective pills is 4% and you need to then assume that the probability of success on each repetition of the experiment is given by $p = 0.04.$ Let $X$ be the random variable that counts the number of successes in the $n$ repetitions of the experiment. The expression you need is that for each integer $r$ between 0 and 24 \[P(X = r) = {n \choose r} p^r (1p)^{nr}\] Where $P(X=r)$ is the probability that X (the number of successes) is $r.$ Penny  


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