The table shows the performance of a selection of 117 stocks after one year. (Take S to be the set of all stocks represented in the table. If a stock stayed within 20% of its original value, it is classified as "unchanged".)
Companies | Total | |||
---|---|---|---|---|
Pharmaceutical P |
Electronic E |
Internet I |
||
Increased V |
13 | 3 | 19 | 35 |
Unchanged N |
37 | 0 | 10 | 47 |
Decreased D |
13 | 3 | 19 | 35 |
Total | 63 | 6 | 48 | 117 |
Compute
n(P ∪ N').
What does this number represent?
n(P ∪ N') is the number of stocks that were not pharmaceutical stocks and were unchanged after a year.
n(P ∪ N') is the number of stocks that were either pharmaceutical stocks, or were unchanged after a year (or both).
n(P ∪ N') is the number of stocks that were either pharmaceutical stocks, or were not unchanged after a year (or both).
n(P ∪ N') is the number of stocks that were pharmaceutical stocks and were not unchanged after a year.
n(P ∪ N') is the number of stocks that were either not pharmaceutical stocks, or were not unchanged after a year (or both).
Here we have three companies with values either changes or remain unchanged. Then the value can be obtained by considering its intersection values.
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