Question

Suppose the spinner shown to the right is spun​ once, to determine a​ single-digit number, and we are interested in the event E that the resulting number is eveneven. Give 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 eveneven number​(f) the odds in favor of an eveneven number

A circular spinner is divided into three equal sections. The sections are labeled and colored as follows: green, "7"; red, "6"; purple, "8." The spinner points to the red section. 678

​(a) Identify the sample space.

StartSet nothing EndSet

​(Type a whole number. Use commas to separate answers as​ needed.)

​(b) Identify the number of favorable outcomes.

There​ is/are

nothing

favorable​ outcome(s).

​(Type a whole​ number.)

​(c) Identify the number of unfavorable outcomes.

There​ is/are

nothing

unfavorable​ outcome(s).

​(Type a whole​ number.)

​(d) Identify the total number of possible outcomes.

There are

nothing

possible outcomes.

​(Type a whole​ number.)

​(e) Identify the probability of an

eveneven

number.The probability of an

eveneven

number is

nothing .

​(Type an integer or a simplified​ fraction.)

​(f) Identify the odds in favor of an

eveneven

number.The odds in favor of an

eveneven

number are

nothing

to

nothing .

​(Type whole​ numbers.)

Answer 1

(a)

Question:

Identify the sample space

S = {6,7,8}

(b)

Question:

Identify the number of favorable outcomes.

There​ is/are 2   favorable​ outcome(s).

(c)

Question:

Identify the number of unfavorable outcomes.

There​ is/are 1 unfavorable​ outcome(s)

(d)

Question:

Identify the total number of possible outcomes.

There are 3 possible outcomes.

(e)

Question:

Identify the probability of an even number.

2/3 = 0.6667

(f)

Question:

Identify the odds in favor of an even number

2/1 = 2