The maximum value that f(x) reach for a normal distribution n(75, 6) is 75.
Normal Distribution is defined as the probability distribution that is symmetric about the mean.
For a normal distribution the mean , median and mode all are same.
Normal distribution is denoted by N(mean, variance).
According to the given question
The normal distribution is given as N(75,6).
which means mean = 75 , and variance = 6.
and for a normal distribution the mean is the maximum ,
so the given mean "75" will be the maximum, the maximum of the graph of normal distribution will be at x=75.
Therefore , The maximum value f(x) reach for a normal distribution n(75, 6) is 75.
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