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Whether or not to continue a Mardi Gras Parade through downtown San Luis Obispo, \(\mathrm{CA}\), is a hotly debated topic. The parade is popular with students and many residents, but some celebrations have led to complaints and a call to eliminate the parade. The local newspaper conducted online and telephone surveys of its readers and was surprised by the results. The survey web site received more than 400 responses, with more than \(60 \%\) favoring continuing the parade, while the telephone response line received more than 120 calls, with more than \(90 \%\) favoring banning the parade (San Luis Obispo Tribune, March 3, 2004). What factors may have contributed to these very different results?

Short Answer

Expert verified
The difference in results might have been due to the different demographics accessed by the online survey (more likely younger generations who favor the parade) and the telephone survey (more likely older generations who oppose the parade). Therefore, the way of conducting the survey might have introduced a bias.

Step by step solution

01

Identifying the Sampling Method

The first step is to identify the method of sampling used in the given exercise. Two methods were used: online survey and telephone response. The different results from the two methods indicate a different demographic reached or a biased sampling method.
02

Analysis of the Online Survey

The online survey attracted more than 400 responses, with more than 60% of the respondents favoring the continuation of the parade. Consider the type of people who have access to the internet, are comfortable responding to online surveys, and who are aware of the online survey. It's likely that younger generation (such as students), who might generally favor the parade, are more represented in this medium.
03

Analysis of the Telephone Response

The phone response line received more than 120 calls, with more than 90% of the callers favoring banning the parade. On the other side, the type of people who are likely to respond by calling may belong to the older generation, or those who have a strong negative feeling about the parade. They might be more inclined to pick up the phone to voice their discontent. Therefore, the older generation is likely overrepresented in this platform.
04

Identifying Potential Biases

From this comparison of the two survey methods, it appears that bias may have been introduced based on the way these surveys were conducted. The online survey may have been more accessible to a younger demographic, while the phone survey may have attracted an older demographic.
05

Conclusion

The difference in results can be attributed to the different demographics reached by the online and phone surveys. Therefore, the disparity between the two percentages could be due to the preference of the parade by younger generation and the opposition by older generations.

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Key Concepts

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

Survey Methods
When gathering data for decisions, especially those reflecting public opinion, how information is collected can significantly influence outcomes. Survey methods are vital to accurately gauge sentiment and must be strategically chosen to encompass a wide and diverse audience. In our exercise involving a parade in San Luis Obispo, CA, two distinct approaches were utilized: an online survey and a telephone response system. The difference in response rates and opinions between these modalities hints at underlying variations in participant demographics.

Online surveys offer convenience and are likely to attract the tech-savvy and younger demographic who tend to be internet-dependent. The anonymity and ease of clicking through an online survey may also encourage participation, especially for less controversial views. On the other hand, telephone surveys, often considered more personal (sometimes seen as invasive), might draw in individuals with stronger convictions who are willing to voice their opinions directly and possibly represent an older demographic less inclined to engage online. This 'mode effect' reflects the impact the medium has on the survey results.

To mitigate such biases in future surveys, a multi-modal approach that includes both digital and traditional methods could be undertaken to balance the representation. Drawing samples from different sources and employing various survey techniques, like face-to-face interviews, mail-in questionnaires, or mobile text responses, could lead to a more comprehensive understanding of the community's sentiments towards an event like the Mardi Gras Parade.
Demographic Representation
Demographic representation plays a crucial role in the accuracy of surveys as disparities in participant demographics can skew survey results. In the exercise example, the online survey favored the continuation of the Mardi Gras Parade, while the telephone survey leaned toward banning it. This divergence suggests a demographic imbalance in the respondents. Particular scrutiny must be given to who is being surveyed to ensure inclusivity and diversity, which are central to capturing the full spectrum of public opinion.

Factors such as age, gender, ethnicity, socio-economic status, and even geographic location can affect how individuals may learn about and choose to participate in a survey. For instance, younger individuals who frequent online platforms were more likely to encounter and respond to the online survey, speaking to a preference towards the parade. Conversely, older individuals or those without constant internet access—who might have an adverse view of the event's implications—could be more prevalent in telephone survey responses.

When planning surveys, it's important to consider these demographic factors. Stratified sampling, where the population is divided into subgroups that reflect the population's diversity, and then sampling from these subgroups proportionately, can help address these disparities. Including questions that capture demographic information allows for a statistical adjustment if the sample does not perfectly reflect the community's composition. These steps ensure that each demographic's voice contributes proportionally to the final results.
Statistical Analysis
Statistical analysis is the linchpin in transforming raw data into insightful, reliable conclusions. It provides the tools to assess the validity of survey results and to understand the representative nature of the data collected. In the case of the Mardi Gras Parade survey from San Luis Obispo, statistical analysis would involve examining the sampling method, response rates, and demographic variances highlighted by the different survey responses.

An initial statistical evaluation would involve calculating confidence intervals and margins of error for each survey's outcomes, offering a range of values within which the true sentiment of the population likely falls. This quantifies the uncertainty inherent in the results and highlights the need for caution when drawing conclusions from apparently divergent survey responses. Additionally, cross-tabulations could be used to compare responses against demographic information if available, helping to determine whether certain groups are overrepresented or underrepresented.

In the improvement of future survey designs, weighted averaging could be applied to account for imbalances in demographic representation. Tools like regression analysis might help identify correlations between demographic factors and survey responses, and advanced techniques such as predictive modeling could enhance the understanding of potential outcomes before conducting actual surveys. Ultimately, robust statistical analysis will inform the reliability of the survey results and support making informed decisions based on the collected data.

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Most popular questions from this chapter

A recent survey attempted to address psychosocial factors thought to be of importance in preventive health care for adolescents ("The Adolescent Health Review: A Brief Multidimensional Screening Instrument"' Journal of Adolescent Health [2001]: \(131-139\) ). For each risk area in the following list, construct a question that would be comprehensible to students in grades \(9-12\) and that would provide information about the risk factor. Make your questions multiple-choice, and provide possible responses. a. Lack of exercise b. Poor nutrition c. Emotional distress d. Sexual activity e. Cigarette smoking f. Alcohol use

An article in the San Luis Obispo Tribune (September 7,1999 ) described an experiment designed to investigate the effect of creatine supplements on the development of muscle fibers. The article states that the researchers "looked at 19 men, all about 25 years of age and similar in weight, lean body mass, and capacity to lift weights. Ten were given creatine \(-25\) grams a day for the first week, followed by 5 grams a day for the rest of the study. The rest were given a fake preparation. No one was told what he was getting. All the men worked out under the guidance of the same trainer. The response variable measured was gain in fat-free mass (in percent)." a. What extraneous variables are identified in the given statement, and what strategy did the researchers use to deal with them? b. Do you think it was important that the men participating in the experiment were not told whether they were receiving creatine or the placebo? Explain. c. This experiment was not conducted in a double-blind manner. Do you think it would have been a good idea to make this a double-blind experiment? Explain.

The report "Comparative Study of Two Computer Mouse Designs" (Cornell Human Factors Laboratory Technical Report RP7992) included the following description of the subjects used in an experiment: Twenty-four Cornell University students and staff (12 males and 12 females) volunteered to participate in the study. Three groups of 4 men and 4 women were selected by their stature to represent the 5 th percentile (female \(152.1 \pm 0.3 \mathrm{~cm}\), male \(164.1 \pm 0.4 \mathrm{~cm}\) ), 50th percentile (female \(162.4 \pm 0.1 \mathrm{~cm}\), male \(174.1 \pm\) \(0.7 \mathrm{~cm}\) ), and 95 th percentile (female \(171.9 \pm 0.2 \mathrm{~cm}\), male \(185.7 \pm 0.6 \mathrm{~cm}\) ) ranges \(\ldots\) All subjects reported using their right hand to operate a computer mouse. This experimental design incorporated direct control and blocking. a. Are the potential effects of the extraneous variable stature (height) addressed by blocking or direct control? b. Whether the right or left hand is used to operate the mouse was considered to be an extraneous variable. Are the potential effects of this variable addressed by blocking or direct control?

The article "Tots' TV-Watching May Spur Attention Problems" (San Luis Obispo Tribune, April 5, 2004) describes a study that appeared in the journal Pediatrics. In this study, researchers looked at records of 2500 children who were participating in a long-term health study. They found that \(10 \%\) of these children had attention disorders at age 7 and that hours of television watched at age 1 and age 3 was associated with an increased risk of having an attention disorder at age 7 . a. Is the study described an observational study or an experiment? b. Give an example of a potentially confounding variable that would make it unwise to draw the conclusion that hours of television watched at a young age is the cause of the increased risk of attention disorder.

Of the 6500 students enrolled at a community college, 3000 are part time and the other 3500 are full time. The college can provide a list of students that is sorted so that all full-time students are listed first, followed by the part-time students. a. Select a stratified random sample that uses full-time and part-time students as the two strata and that includes 10 students from each stratum. Describe the procedure you used to select the sample, and identify the students included in your sample by placement on the sorted list. b. Does every student at this community college have the same chance of being selected for inclusion in the sample? Explain.

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