At a factory, \(2\,000\) tables were checked and \(100\) of which were found to be faulty.
Find the experimental probability that a table is faulty.
Determine the experimental probability of the following event:
Getting number \(6\) when a dice is rolled if number \(6\) turned up \(48\) times in \(300\) rolls.
When a coin is tossed \(20\) times, the outcome 'tails' is \(7\) times.
Find the experimental probability of a 'tails' when the coin is tossed.
A dice is tossed \(100\) times and the outcome \('4'\) appears \(75 \) times.
Find the experimental probability of getting the number \('4'\) when the dice is tossed.
Chong has taken the driving test \(5\) times, and has not passed each time.
Find the experimental probability that Chong passes the test next time.
There is something wrong with this question.
Are sure you want to exit the exam? All your progress is going to be saved.
