Given the following scenario, select the correct answer choice which that lists (1) if the necessary assumptions for a confidence interval for population proportion are met and(2) what the correct conditions are.

A student wants to determine what proportion of business majors study in Dade Business School during the school week. Roughly, 1000 business degrees are confirmed each year. He asks the following question to 19 random UM students, "Do you study in Dade Hall at least once during the week?" Of the 19 responses, 10 said "Yes" while 9 said "No".

Group of answer choices:

A) Conditions are met. Randomization, 10% Condition, and Success/Failure Condition are all met.

B) All conditions are not met. There are not at least 10 success AND 10 failures.

C) Conditions are met. Randomization Condition, 15% Condition, and Success/Failure Condition are all met.

D) Conditions are not met. Sample size is not equal to 30 and sampling is not random.