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State University applicants are required to take an admission test for entrance into the university. In a given year, $850\text{ applicants}$ took the test. The test results gave a mean score of $68\text{ points}$ with a standard deviation of $4\text{ points}$. Suppose we do not know whether the scores are approximately normally distributed.

What can be said about the number of scores that are less than $60\text{ points}$?

A

No more than $2$ of the scores are less than $60$.

B

At least $20$ of the scores are less than $60$.

C

Of the scores, $0.0228$ are less than $60$.

D

At least $637$ of the scores are less than $60$.

E

Most likely, somewhere around $213$ of the scores are under $60$.

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