Sec 3/4 E Math T12-Q10 - Subsets defined by number properties

Sec 3/4 E Math T12-Q10 - Subsets defined by number properties

Secondary 3
Original parallel to Sec3&4 E Math FA

Let \(\xi=\{1,2,3,\ldots,24\}\), \(P=\{x:x\text{ is prime}\hspace{0.15em}\}\) and \(M=\{x:x\text{ is a multiple of}\hspace{0.5em}3\}\).

  1. List the elements of \(P\cap M\).
  2. State whether \(P\subset M\). Give a reason.
  3. A number is selected at random from \(\xi\). Find the probability that it belongs to \(P\cup M\).

Solution:

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Answer:(a) \(\{3\}\); (b) no; (c) \(\frac{2}{3}\).

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