The number of full-time and part-time faculty in the Division of
Math & Computer Science (DMCS) at UOG is shown in the table
below. If a DMCS instructor is selected at random, what is the
probability that the instructor is part-time or female?
Select one:
a. 11/35
b. 4/35
c. 23/35
d. 27/35
The table is not given in the question. But I will give the exact way. It is sufficient to subtitute the numerical values.
The required probability is,
For example, if number of part time instructors is 5, number of female instructors is 8, number of female part time instructors is 3 and total number of insructors is 35, then we have
The question can be easily soved by substituting numbers from the table in the equation number (1).
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