A spinner for a child's game has the numbers 1 through
9 evenly spaced. If a child spins, find each probability:
a. The number is divisible by 3.
b. the number is greater than 7.
c. The number is an even number.
Sample space = {1,2,3,4,5,6,7,8,9}
Total number of outcomes = 9
a. Number divisible by 3 in the sample space = 3, 6, 9
Thus, no. of favourable outcomes = 3
Required probability = "\\frac{3}{9}=\\frac{1}{3}"
b. Number greater than 7 in the sample space = 8, 9
Thus, no. of favourable outcomes = 2
Required probability = "\\frac{2}{9}"
c. Even number in the sample space = 2, 4, 6, 8.
Thus, no. of favourable outcomes = 4
Required probability = "\\frac{4}{9}"
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