<span>From the given information, the sample size is 30 days and the
probability is 0.80.</span>
<span>Here, it can be observed that the number of trials is fixed and
the probability of success is 0.80. So, apply binomial distribution. The number of trials is fixed and the probability of
success is 0.80. So, apply binomial distribution. </span>
The mean of the binomial distribution is obtained
below:
Mean = np = 30 * 0.8 = 24
The expected number of days on which all 50 loaves will be sold
is 24.
The mean value obtained by multiply the sample
size (n) and the
probability of success (p). That is, the expected number of days on which all 50 loaves
will be sold is 24.
The expected number of days on which all 50
loaves will be sold is 24.