Pearson Algebra 1 Common Core, 2011
PA
Pearson Algebra 1 Common Core, 2011 View details
7. Theoretical and Experimental Probability
Continue to next subchapter

Exercise 25 Page 773

The odds of an event occurring is a different ratio than the probability of the event occurring.

5:1

Practice makes perfect
When calculating a probability, we are comparing the number of positive outcomes to the number of possible outcomes. Calculating the odds O against an event occurring, however, is the ratio of negative outcomes to positive outcomes. O=Negative Outcomes/Positive Outcomes Now we can look at the spinner and find the number of positive and negative outcomes.
On the spinner there are 1 green, 2 red, and 3 blue parts. We want to find odds against green, so the number of positive outcomes is equal to the number of green parts on the spinner. The number of negative outcomes is equal to the sum of all parts that are not green. Positive:& 1green Negative:& 2red +3 blue= 5not green Let's form our ratio and then simplify it as much as possible.
O=Negative Outcomes/Positive Outcomes
O=5/1
O=5
The odds against the spinner not landing on a green part are 5, which can also be written as 5:1.