3.
The Venn diagram shows the probabilities associated with four events, \(A , B , C\) and \(D\)
\includegraphics[max width=\textwidth, alt={}, center]{d1809ec7-dccf-446b-8a1d-f04a4252ebec-06_524_897_351_625}
- Write down any pair of mutually exclusive events from \(A , B , C\) and \(D\)
Given that \(\mathrm { P } ( B ) = 0.4\)
- find the value of \(p\)
Given also that \(A\) and \(B\) are independent
- find the value of \(q\)
Given further that \(\mathrm { P } \left( B ^ { \prime } \mid C \right) = 0.64\)
- find
- the value of \(r\)
- the value of \(s\)