78.2% of the students study more that one day for the chapter test. Find the probability that a randomly selected student did not study more than one day for the test.
@Vocaloid
P(not A) = 1 - P(A) Try to apply this logic to your problem
what's A?
Re-read the problem Notice you are given a probability of some event (A) happening and asked to find the probability of A not happening
A is just a variable used to represent an event
There are only two possibilities 1. A student does study more than an hour a day 2. A student does not study more than an hour a day Therefore P(students who did not study) = 1 - P(students who did study)
Since all probabilities for a given event add up to 1
You are told that the portion of students who study is 78.2% or .782 So the probability of students who don’t study is 1 - 0.782
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