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Many polls use random digit dialing (RDD) to obtain a sample, which means a computer randomly generates phone numbers of landlines and cell phones. What is the frame for this type of sampling? Who would be excluded from the survey and how might this affect the results of the survey?

Short Answer

Expert verified
The frame includes all landline and cell phone numbers generated. Excluded are those without phones, unlisted numbers, and some VoIP users, which could bias the results.

Step by step solution

01

- Understand the sampling method

Random Digit Dialing (RDD) is a method used to randomly generate phone numbers to create a sample. This method includes both landline and cell phone numbers.
02

- Define the frame

The frame for this type of sampling includes all possible landline and cell phone numbers that could be generated by the RDD system. This means any number that can be dialed is included in the sampling frame.
03

- Identify excluded groups

Identify who would be excluded due to not having a landline or cell phone. People without any type of phone, those with unlisted numbers, some VoIP users, and potentially those who exclusively use internet-based communication might be excluded from the survey.
04

- Determine effect of exclusions on results

Exclusions can affect survey results by potentially missing out on responses from certain demographics, such as the very young, very old, or economically disadvantaged who might not have phone access. It can lead to a bias if the excluded groups have different opinions from those included.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Sampling Frame
The sampling frame represents all the elements from which a sample can be drawn for a survey. For Random Digit Dialing (RDD), the sampling frame includes all possible landline and cell phone numbers that the system can generate. These numbers form the pool from which the survey participants are randomly selected. This means that any number that the computer can theoretically dial will be part of the sampling frame.

It's important to have a comprehensive sampling frame to ensure that the survey results are representative of the entire population. If the sampling frame is incomplete or biased, the results may not accurately reflect the views of the broader population. RDD aims to create an inclusive frame by randomly generating numbers, but it still has limitations.
Survey Bias
Survey bias occurs when certain groups are underrepresented or overrepresented in the survey results due to the way the sample is selected. In the context of RDD, survey bias can arise if groups that do not have access to landlines or cell phones are excluded from the sample.

For instance, people who exclusively use internet-based communication or those who do not have any phone access might not be included in the survey. This can lead to skewed results if these groups have different opinions or behaviors than those who are included. The survey might then inaccurately represent the opinions of the entire population. Recognizing and addressing potential survey biases is crucial for obtaining accurate survey results.
Excluded Groups
In any sampling method, understanding who is excluded is essential for interpreting the results accurately. For RDD, excluded groups could include:

  • Individuals without any type of phone, such as some elderly or economically disadvantaged people.
  • People with unlisted numbers, who might be avoiding telemarketing calls or have privacy concerns.
  • Users of VoIP services who don’t have traditional landlines or cell phones.
  • Those who exclusively use internet-based communication tools like social media or messaging apps.
Excluding these groups can significantly affect the survey outcomes. For example, economically disadvantaged people might have different views or experiences that are not captured in the survey, leading to biased results. Understanding the characteristics of excluded groups helps to better grasp the limitations of the survey and the potential biases in the findings.

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