Compare the probability of the spinner lining on one two or three into the answer as a run to the nearest whole number.
P(1)= 50% (6/12 as a fraction )
P(2)=33%(4/12 as a fraction)
P(3)=17%(2/12 as a fraction)
The probability of the spinner landing on blank is greater than the probability is landing on blank
1. P(1) = 50%
2. P(2) = 33%
3. P(3) = 17%
From these probabilities, we can see that the probability of the spinner landing on one is the highest at 50%. The probability of the spinner landing on two is 33%, and the probability of the spinner landing on three is 17%.
Therefore, the probability of the spinner landing on one is greater than the probability of the spinner landing on two or three.