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The article "Display of Health Risk Behaviors on MySpace by Adolescents" (Archives of Pediatrics and Adolescent Medicine [2009]: 27-34) described a study of 500 publically accessible MySpace Web profiles posted by 18 -yearolds. The content of each profile was analyzed, and the researchers used the resulting data to conclude that there was support for the claim that those involved in sports or a hobby were less likely to have references to risky behavior (such as sexual references or references to substance abuse or violence). Is the described inference one that resulted from estimation or one that resulted from hypothesis testing?

Short Answer

Expert verified
The statistical inference described in this scenario resulted from hypothesis testing

Step by step solution

01

Understand Estimation

Estimation in statistics involves finding an approximate value for a population parameter using a sample data. It does not involve testing any specific hypothesis.
02

Understand Hypothesis Testing

In hypothesis testing, a presumption (or a hypothesis) about a population parameter is made. Then, a random sample is collected, and a statistic is computed from this sample. Evidence is then assessed to judge whether this evidence supports or refutes the hypothesis.
03

Analyze the Scenario

Based on the description, researchers analyzed the data and used the results to support their claim. They made an inference relative to the entire population of 18-year-old MySpace users. They tested their presumption that those involved in sports or hobby are less prone to risky behaviors.

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Key Concepts

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

Statistical Inference
Statistical inference is a cornerstone of data analysis, allowing us to draw conclusions about a larger group, or population, based on observations collected from a sample. It is like using a small puzzle piece to get an idea of what the whole picture looks like. In our MySpace adolescent study, the researchers looked at 500 profiles, which is far fewer than the total number of 18-year-olds on the platform. Yet, they used this data to make an inference about the entire group of users.

There are two main types of statistical inference: estimation and hypothesis testing. Estimation involves calculating an estimated range or value for a population parameter (like an average or proportion) from sample data. Hypothesis testing, on the other hand, is like a formal debate – we propose a statement about a population parameter and then use sample data to argue whether or not there is enough evidence to support that statement.
Population Parameter
The term 'population parameter' refers to a specific characteristic or measure of an entire population. For instance, average height, the proportion of individuals displaying a certain behavior, or mean income level are all examples of population parameters. They are called 'parameters' because they are fixed values, though we do not always know what these values are.

In our MySpace study, the population would be all 18-year-old MySpace users, and the parameter of interest could be the proportion of these users who display health risk behaviors on their profiles. The challenge for researchers is to estimate or make decisions about these population parameters using only the sample data at hand, knowing that they can't easily check each and every user's profile.
Risk Behaviors
When we talk about risk behaviors in a study, we're referring to actions that individuals perform which may increase their chances of harm or negative outcomes. In the realm of public health and social sciences, risk behaviors are critical to understand as they can lead to significant impacts on individual and community well-being.

Examples of risk behaviors include substance abuse, engagement in unprotected sexual activity, or behaviors that could lead to injury or violence. The MySpace study specifically focused on references to such behaviors in adolescent profiles. Recognizing and analyzing these risk behaviors is essential for developing targeted interventions aimed at reducing their prevalence and mitigating their impact on the youth.
MySpace Adolescent Study
Let's delve a bit more into the actual study referenced in the exercise. The researchers examined 500 MySpace profiles of 18-year-olds to investigate the display of health risk behaviors. Their objective was to understand if engagement in sports or hobbies might be related to a lower display of such behaviors. The inference they made was not about the profiles themselves, but about the broader population of young adults on MySpace.

They concluded that there was a lower likelihood of risky behavior references among those who were involved in sports or hobbies. This suggests a potential protective effect of these positive engagements against the display of risk behaviors on social media. Such findings can provide valuable insights for parents, educators, and policymakers looking to foster environments that reduce risky behaviors among adolescents.

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Most popular questions from this chapter

To examine the effect of exercise on body composition, data were collected from a sample of active women who engaged in 9 hours or more of physical activity per week ("Effects of Habitual Physical Activity on the Resting Metabolic Rates and Body Composition of Women Aged 35 to 50 Years," Journal of the American Dietetic Association [2001]: 1181-1191). Percent of body fat was measured for each woman. The researchers planned to use the resulting data to learn about mean percent body fat for active women.

Explain why the question T: Type of data-one variable or two? Categorical or numerical? is one of the four key questions used to guide decisions about what inference method should be considered.

Fans of professional soccer are probably aware that players sometimes fake injuries (called dives or flops). But how common is this practice? The articles "A Field Guide to Fakers and Floppers" (Wall Street Journal, June 28,2010 ) and "Red Card for Faking Footballers" (Science Daily, Oct. 10,2009) describe a study of deceptive behavior in soccer. Based on this study, it was possible to categorize injuries as real or fake based on movements that were characteristic of fake injuries (such as an arched back with hands raised, which is meant to attract the attention of a referee but which is not characteristic of the way people fall naturally). Data from an analysis of a sample of soccer games were then used to make the following statements: On average, referees stop a soccer game to deal with apparent injuries 11 times per game. \- On average, there is less than one "real" injury per soccer game. Are the inferences made ones that involve estimation or ones that involve hypothesis testing?

The article "The Largest Last Supper: Depictions of Food Portions and Plate Size Increase Over the Millennium" (International Journal of Obesity [2010]: 1-2) describes a study in which each painting in a sample of 52 paintings of The Last Supper was analyzed by comparing the size of the food plates in the painting to the head sizes of the people in the painting. For paintings that were painted prior to the year \(1500,\) the estimated average plate-to-head size ratio was smaller than this ratio for the paintings that were painted after the year \(1500 .\) Is the inference made one that involves estimation or one that involves hypothesis testing?

Do people better remember what they learned if they are in the same physical space where they first learned it? The authors of the paper "The Dynamics of Memory: ContextDependent Updating" (Learning \& Memory (2008): \(574-579\) ) asked people to learn a set of 20 unrelated objects. Two days later, these people were asked to recall the objects learned on the first day. Some of the people were asked to recall the objects in the same room where they originally learned the objects. The others were asked to recall the objects in a different room. People were assigned at random to one of these two recall conditions. The authors found that the data on the number of objects recalled supported the claim that recall is better when people return to the original learning context. Is the inference made one that involves estimation or one that involves hypothesis testing?

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