Answer:
In a sample of 1000 test the expected number of false negatives is 8.6.
Explanation:
The table provided is:
Positive Negative TOTAL
Hepatitis C 335 10 345
No Hepatitis C 2 1153 1155
TOTAL 337 1163 1500
A false negative test result implies that, the person's test result for Hepatitis C was negative but actually he/she had Hepatitis C.
Compute the probability of false negative as follows:

Compute the expected number of false negatives in a sample is n = 1000 tests as follows:
E (False negative) = n × P (Negative|No Hepatitis C)

Thus, in a sample of 1000 test the expected number of false negatives is 8.6.