A recent poll asked respondents to fill in the blank to this question: "The countrywhen it comes to giving elaccompanying table using a sample size of 110 men and 110 women. Complete parts a and b below.Hasn't GoneHas BeenHas GoneFar EnoughAbout RightToo FarMenWomenTotal475013643791118722Total110110220

A recent poll asked respondents to fill in the blank to this question The countrywhen it comes to giving elaccompanying table using a sample size of 110 men and class=

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EXPLANATION

What to find?

The probability that a person randomly selected from the entire group is a male who responded " hasn't gone far enough"

Given:

To solve, we will follow the steps below:

Step 1

State the formula that can be use to solve the given problem.

[tex]Probability=\frac{required\text{ outcome}}{all\text{ possible outcome}}[/tex]

From the question given, since it is selected from the whole group, then all possible outcome =220

A male that responded "hasn't gone far away " = required outcome =47

Step 2

Substitute the values into the formula.

[tex]Probability=\frac{47}{220}[/tex]

ANSWER

The probability is 47/220 =

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