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A probability distribution shows the probability of each possible outcome. Start by finding the total number of responses by adding the frequencies.
9/14
We are given a table showing the frequency of responses for a test grade.
Test Grade | Frequency |
---|---|
A | 7 |
B | 11 |
C | 6 |
D | 3 |
F | 1 |
7+ 11+ 6+ 3+ 1= 28 Finally, we will write each frequency as a fraction of the total number of responses. This will give us the probability of each grade.
Test Grade | Frequency | Probability |
---|---|---|
A | 7 | 7/28=1/4 |
B | 11 | 11/28 |
C | 6 | 6/28 |
D | 3 | 3/28 |
F | 1 | 1/28 |
We can now use our table to find the desired probability. P(grade above C)=P(A)+P(B) ⇕ P(grade below C) = 7/28+11/28=18/28=9/14