Today, there are \(11\) boys and \(9\) girls in the class, including Caroline. What is the probability of Caroline being examined if the teacher selects a girl?
Statistics show that \(80\%\) of working women use a computer at work. Let’s randomly select two women from the group of working women. What is the probability that both women use a computer at work?
All \(96\) children in the summer camp were to choose the chocolate champion - between milk chocolate and dark chocolate. At the end milk chocolate got \(30\) more votes than dark chocolate. \(26\) children couldn’t decide though and gave their votes to both chocolates. How many votes did dark chocolate get?