Here are the probabilities that three teams will win their next match. City 2 3 , Rovers 60 % , United 0 . 7 . Which team is most likely to win? Give a reason for your reason.

Given probabilities of three teams to win their next match: City 2 3 , Rovers 60 % , United 0 . 7 . If we convert the probabilities in percentage: Percentage of city: = 2 3 × 100 % = 66 2 3 % Given, percentage of Rover: 60 % . Percentage of United: = 7 10 × 100 % = 70 % So, if we compare the probabilities we get 60 % < 66 2 3 % < 70 % . So, the united team has highest probability to win. The United team is most likely to win.

Here are the probabilities that three teams will win their next match. City 2 3 , Rovers 60 % , United 0 . 7 . Which team is least likely to win? Give a reason for your reason.

Given probabilities of three teams to win their next match: City 2 3 , Rovers 60 % , United 0 . 7 . If we convert the probabilities in percentage: Percentage of city: = 2 3 × 100 % = 66 2 3 % Given, percentage of Rover: 60 % . Now. we know 0 . 7 = 7 10 Percentage of United: = 7 10 × 100 % = 70 % So, if we compare the probabilities we get 60 % < 66 2 3 % < 70 % . So, the Rovers team has lowest probability to win. The Rovers team is least likely to win.

Here is a probability scale: Estimate the probability of each event.

The given probability scale: The events are P , Q , R , S . The line is given in the scale of tenths: The mark for probability of P in the middle of 0 . 1 and 0 . 2 . So, the probability of P is 0 . 15 . The mark for probability of Q is at 0 . 4 . So, the probability of Q is 0 . 40 . The mark for probability of R is in the middle of 0 . 6 and 0 . 7 . So, the probability of R is 0 . 65 . The mark of probability of S is in the middle of 0 . 9 and 1 . So, the probability of S is 0 . 95