Question

In: Statistics and Probability

Question 1 The governor of Kansas hired a research firm to conduct a survey to measure...

Question 1

  1. The governor of Kansas hired a research firm to conduct a survey to measure support for abolishing the death penalty among Kansas legislators. The firm contacted and interviewed all 125 members of the Kansas Legislature and concluded that 45% favored abolishing the death penalty and 55% opposed abolishing it. These results are:

Descriptive statistics

Inferential statistics

Neither descriptive or inferential statistics

There is no way to tell if these statistics are inferential or descriptive.

Question 2

  1. The governor of Kansas hired a reseach firm to conduct a poll to measure support for abolishing the death penalty in Kansas. The firm interviewed 800 Kansas residents and concluded that 65% of Kansas residents favored abolishing the death penalty and 35% opposed abolishing it, with a margin of error of +/- 3%.   The variable in this research is at what level of measurement?

Nominal

Ordinal

Interval-Ratio

None of the above.

Question 3

  1. The governor of Kansas hired a reseach firm to conduct a poll to measure support for abolishing the death penalty in Kansas. The firm interviewed 800 Kansas residents and concluded that 45% of Kansas residents favored abolishing the death penalty and 55% opposed it, with a margin of error of +/- 3%.   The best measure of central tendency to use for this variable is:

Mode

Median

Mean

None of the above.

Question 4

  1. The manager of a large factory wanted to know how satisfied her employees were with the current health plan. She asked her research department to tell her what percentage of her employees were very satisfied, somewhat satisfied, somewhat dissatisfied or very dissatisfied with the current plan.  The research department drew a random sample of 300 employees and measured their opinions on the health plan. The results showed that 10% were very satisfied, 55% were somewhat satisfied, 35% were somewhat dissatisfied and none were very dissatisfied, with a margin of error of +/- 5.5%. These percentages are:

Descriptive statistics

Inferential statistics

Neither descriptive or inferential statistics

Question 5

  1. The manager of a factory wanted to know how satisfied her employees were with the current health plan. She asked each to mark on a piece of paper whether they were very satisfied, somewhat satisfied, somewhat dissatisfied or very dissatisfied with the current plan. All employees submitted their opinions. The results showed that 10% were very satisfied, 55% were somewhat satisfied, 35% were somewhat dissatisfied and none were very dissatisfied. These variable being measured here is at what level of measurement?

Nominal

Ordinal

Interval-Ratio

All of the above.

Solutions

Expert Solution

Question 1:

Correct option:

Descriptive statistics

Explanation:

Descriptive statistics is a summary statistic that quantitatively summarizes features of a collection of information. Here The firm contacted and interviewed all 125 members of the Kansas Legislature and concluded that 45% favored abolishing the death penalty and 55% opposed abolishing it.

Question 2:

Correct option:

Nominal

Explanation:

The variable of interest is support for abolishing the death penalty in Kansas. So, level of measurement is nominal.

Question 3:

Correct option:

Mode

Explanation:
Mode is the only appropriate for measure of Central Tendency.

Question 4:

Correct option:

Inferential statistics

Explanation:

Inferential statistics allows us to make predictions from that data.Here, the research department drew a random sample of 300 employees and measured their opinions on the health plan. The results showed that 10% were very satisfied, 55% were somewhat satisfied, 35% were somewhat dissatisfied and none were very dissatisfied, with a margin of error of +/- 5.5%.

Question 5:

Correct option:

Ordinal

Explanation:
Here the variable of interest is how satisfied her employees were with the current health plan and so it can be ranked.


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