Question

suppose the spinner shown to the right is spun once, to determine a single - digit number, and we a that the resulting number is odd. assume all sectors of the spinner are the same size. determine each of the following. (a) the sample space (b) the number of favorable outcomes (c) the number of unfavorable outcomes (d) the total number of possible outcomes (e) the probability of an odd number (f) the odds in favor of an odd number (a) identify the sample space. \\{6,7,8\\} (type a whole number. use commas to separate answers as needed.) (b) identify the number of favorable outcomes. there is/are 1 favorable outcome(s). (type a whole number.) (c) identify the number of unfavorable outcomes. there is/are \square unfavorable outcome(s). (type a whole number.)

Explanation:

Step1: Analyze the sample space

The sample space is given as \( \{6,7,8\} \).

Step2: Determine favorable outcomes

Favorable outcomes (odd numbers) is \( 1\) (i.e., \(7\)).

Step3: Calculate unfavorable outcomes

Total outcomes \(n = 3\). Favorable outcomes \(m=1\). Unfavorable outcomes \(=n - m\).
\(3-1 = 2\)

Answer:

\(2\)