Students in an urban school were curious about how many children regularly eat breakfast. They conducted a survey, asking.
"Do you eat breakfast on a regular basis?" All 595 students in the school responded to the survey. The resulting data are shown in the two-way table. Suppose we select a student from the school at random. Define event Fas getting a female student and event B as getting a student who eats breakfast regularly.

Gender
Male Female Total
No 190 110 300
Eats breakfast regularly Yes 130 165 295
Total 320 275 595

Find P(F and Bᶜ)
a) 130/595 =0.218
If we select a student from the school at random, the probability that the student will be female and does not eat breakfast regularly is 0.218.
b) 295/595 =0.496
If we select a student from the school at random, the probability that the student does not eat breakfast regularly is 0.496.
c) 275/395 =0.462
If we select a student from the school at random, the probability that the student will be female is 0.462.
d) 163/595 -0.277
If we select a student from the school at random, the probability that the student will be female and does not eat breakfast regularly is 0.277.
e) 110/395 =0.185
If we select a student from the school at random, the probability that the student will be female and does not eat breakfast regularly is 0.185.