At a certain college, 85% of the students use Facebook, 20% use Twitter, and 35% use Instagram. A
small portion of 5% of students do not use neither Facebook nor Twitter.
a) What is the probability that a randomly chosen student at the college uses both Facebook and
Twitter?
b) What is the probability that a randomly chosen student at the college uses Facebook but not Twitter?
c) Show that in general, for any two events E and F in a sample space Ω,
P(E∩F) ≥ P(E) + P(F) − 1
.
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