The table below shows the number of male and female students studying Chemistry, Physics and Biology at a private school.
Chemistry | Physics | Biology | |
|---|---|---|---|
Male | \(200\) | \(130\) | \(70\) |
Female | \(250\) | \(300\) | \(50\) |
One of the students is chosen at random. Events \(C\), \(B\) and \(M\) are defined as follows:
\(C\) : The student chosen is studying Chemistry.
\(B\) : The student chosen is studying Biology.
\(M\) : The student chosen is a male.
Find
Determine whether \(C\) and \(M\) are independent.[2]
It is given that \(20\%\) of Chemistry students, \(30\%\) of Physics students and \(5\%\) of Biology students are international students.
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