/*! This file is auto-generated */ .wp-block-button__link{color:#fff;background-color:#32373c;border-radius:9999px;box-shadow:none;text-decoration:none;padding:calc(.667em + 2px) calc(1.333em + 2px);font-size:1.125em}.wp-block-file__button{background:#32373c;color:#fff;text-decoration:none} Problem 4 The U.S. government uses a multi... [FREE SOLUTION] | 91Ó°ÊÓ

91Ó°ÊÓ

The U.S. government uses a multitude of surveys to measure opinions, behaviors, and so on. Yet, every 10 years it takes a census. What can the government learn from a census that it could not Tearn from a sample survey?

Short Answer

Expert verified
A census provides complete, accurate data for entire populations, enabling precise demographic analysis and informed policy decisions.

Step by step solution

01

Understanding the Difference

First, we must understand the difference between a census and a sample survey. A census involves collecting data from every member of the population, while a sample survey collects data from a subset of the population.
02

Evaluating Comprehensive Data Collection

A census provides comprehensive data because it includes every individual or item within a population. This means that the data is complete and not subject to sampling errors, which can occur in sample surveys.
03

Ensuring Accurate Representation

In a census, every individual has the opportunity to be counted, ensuring that all demographic, geographic, and socio-economic segments are accurately represented. Sample surveys, even when well-designed, may miss out on small or unique sub-groups.
04

Assessing Small Population Segments

Since a census includes everyone, it allows for accurate assessment of smaller population groups or communities that might be underrepresented in a sample survey.
05

Identifying Trends and Patterns

With data from the entire population, the government can identify trends and patterns across different groups, and analyze comprehensive geographical distributions.
06

Supporting Policy and Resource Allocation

Policy-makers use census data for resource allocation and policy planning because of its high accuracy and completeness. Sample surveys cannot provide the same level of detail and reliability for decision-making.

Unlock Step-by-Step Solutions & Ace Your Exams!

  • Full Textbook Solutions

    Get detailed explanations and key concepts

  • Unlimited Al creation

    Al flashcards, explanations, exams and more...

  • Ads-free access

    To over 500 millions flashcards

  • Money-back guarantee

    We refund you if you fail your exam.

Over 30 million students worldwide already upgrade their learning with 91Ó°ÊÓ!

Key Concepts

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

Sample Survey
A sample survey is a powerful tool used by researchers and policymakers to gather insights from a portion of the population. It involves selecting a representative group from a larger population to understand opinions, behaviors, and trends. In essence, it's like tasting a spoonful of soup to judge the entire pot.
  • Efficiency: Sample surveys are generally quicker and less expensive than a full census, making them an attractive option for timely insights.
  • Flexibility: They can be tailored to focus on specific issues or demographics, providing detailed information on particular aspects.
However, sample surveys come with limitations. For example, they may introduce sampling errors, which are discrepancies between the sample results and the true population values. Moreover, while carefully designed surveys can be highly representative, they may still miss unique or minor segments of the population.
Data Collection
Data collection refers to the systematic gathering of information to analyze and interpret the subject of study. Both censuses and sample surveys rely on varied data collection methods to gather reliable information.

The method of collection can vastly influence the accuracy and reliability of the data. In a census, the focus is on exhaustive data collection from everyone, leaving little to no room for errors. On the other hand, sample surveys often depend on techniques like stratified sampling, random sampling, or systematic sampling to ensure representativeness.

Another critical aspect is the nature of the data collected, which could be qualitative or quantitative. For instance:
  • Qualitative data involves non-numerical insights, such as opinions or descriptions.
  • Quantitative data includes numerical information, like age or income levels.
Effective data collection lays the foundation for insightful analysis and sound conclusions about the subject matter.
Population Representation
Population representation is crucial to any survey or census, ensuring that the collected data accurately reflects the entire population. A census achieves this aim by encompassing every individual, removing any doubts about the representation of smaller demographic segments, like ethnic minorities or rural communities.

Key advantages of full population representation include:
  • Comprehensive insights: Every group and sub-group is accounted, offering a complete picture of demographic diversity.
  • Accurate policy formulation: Governments can develop policies that address the needs of all segments.
In contrast, sample surveys require careful design to be representative, but they can sometimes fail to capture the intricacies of certain groups. Precise representation is vital for reliable data interpretation and the formulation of effective social policies.
Policy Planning
Policy planning refers to the strategic process used to organize resources and efforts to meet public needs and social challenges. Census data plays a significant role in this area as it provides a complete view of demographic shifts, economic conditions, and social changes within a population.

Some vital areas where census data aids in policy planning include:
  • Resource allocation: Complete data helps to equitably distribute public resources, such as funding, healthcare, and educational facilities.
  • Infrastructure development: By understanding population growth and movements, authorities can plan better public services and infrastructure.
While sample surveys offer useful insights, their limited scope means they often cannot provide the extensive detail necessary for comprehensive policymaking. Census data, being exhaustive, ensures that decisions are based on robust, complete data, leading to more effective and targeted actions.

One App. One Place for Learning.

All the tools & learning materials you need for study success - in one app.

Get started for free

Most popular questions from this chapter

Explain why the main problem with the Literary Digest poll is described as "low response rate" and not "volunteer sample."

The student newspaper at a university in California reported a debate between two student council members, revolving around a survey of students (California Aggie, 8 November 1994, p. 3). The newspaper reported that "according to an AS [Associated Students] Survey Unit poll, 52 percent of the students surveyed said they opposed a diversity requirement." The report said that one council member "claimed that the roughly 500 people polled were not enough to guarantee a statistically sound cross section of the student population." Another council member countered by saying that "three percent is an excellent random sampling, so there's no reason to question accuracy." (Note that the 3\% figure is based on the fact that there were about 17,000 undergraduate students currently enrolled at that time.) a. Comment on the remark attributed to the first council member, that the sample size is not large enough to "guarantee a statistically sound cross section of the population." Is the size of the sample the relevant issue to address his concern? b. Comment on the remark by the second council member that "three percent is an excellent random sampling, so there's no reason to question accuracy." Is she correct in her use of terminology and in her conclusion? c. Assuming a random sample was used, produce an interval that almost certainly covers the true percentage of the population of students who opposed the diversity requirement. Use your result to comment on the debate. In particular, do these results allow a conclusion as to whether the majority of students on campus opposed the requirement?

Each of the following quotes is based on the results of an experiment or an observational study. Explain which was used. If an observational study was used, explain whether an experiment could have been used to study the topic instead. a. "A recent Stanford study of more than 6000 men found that tolerance for exercise (tested on a treadmill) was a stronger predictor of risk of death than high blood pressure, smoking, diabetes, high cholesterol and heart disease" (Kalb, 2003, p. 64). b. "In a three-month study, researchers randomly assigned 250 black men and women to one of four groups: one received a placebo and the others received \(1000,2000,\) or 4000 international units of vitamin D daily [to see if vitamin D helps reduce hypertension in African-Americans]. The effect was modest." (New York Times, March 19, 2013, p. D4).

Patients who visit a clinic to help them stop smoking are given a choice of two treatments: undergoing hypnosis or applying nicotine patches. The percentages who quit smoking are compared for the two methods. Is this study a survey, an experiment, an observational study, or a case study? Explain your reasoning.

Explain whether a survey or a randomized experiment would be most appropriate to find out about each of the following: a. Whether there is a relationship between height and happiness b. Whether a public service advertising campaign has been effective in promoting the use of condoms

See all solutions

Recommended explanations on Math Textbooks

View all explanations

What do you think about this solution?

We value your feedback to improve our textbook solutions.

Study anywhere. Anytime. Across all devices.