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The article "Yes that Miley Cyrus Biography Helps Learning" (The Globe and Mail, August 5,2010 ) describes an experiment investigating whether providing summer reading books to low-income children would affect school performance. Subjects in the experiment were 1,300 children randomly selected from first and second graders at low-income schools in Florida. A group of 852 of these children were selected at random from the group of 1,300 participants to be in the book group. The other 478 children were assigned to the control group. Children in the book group were invited to a book fair in the spring to choose any 12 reading books that they could then take home. Children in the control group were not given any reading books, but were given some activity and puzzle books. These children received books each year for three years until the children reached third and fourth grade. The researchers then compared reading test scores of the two groups. a. Explain why randomly selecting 852 of the 1,300 children to be in the book group is equivalent to random assignment of the children to the two experimental groups. b. Explain the purpose of including a control group in this experiment.

Short Answer

Expert verified
a. Randomly selecting 852 out of the 1300 children to be in the book group ensures that the selection was unbiased and representative of the whole, giving credibility to the results. \n\nb. The control group in this experiment provides a baseline to compare the results of the experimental group. It helps to ascertain if the difference in test scores was truly due to the reading books or other factors.

Step by step solution

01

Explain Random Assignment

The random assignment in an experiment is critical to ensure that there are no systematic differences between or within the groups being compared, other than the experimental treatment itself. This is important because it allows the experiment to make stronger and more credible statements about causality. In other words, the differences observed in the result are due to the experiment and not some outside or extraneous factors. In this case, choosing 852 students randomly from a group of 1300 participants to be in the book group ensures that the group is a representative, unbiased sample of the broader population.
02

Explain Purpose of a Control Group

The control group in an experiment serves as a baseline or standard to compare with the experimental group. It helps to ascertain the effect of the experiment by providing a group that does not receive the experimental treatment. In this case, the control group of 478 children did not receive reading books but were given activity and puzzle books. The presence of the control group allows researchers to determine if getting to choose and take home 12 books each year for three years had any effect on the children’s reading test scores compared to those who didn't have such an experience.

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Key Concepts

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

Random Assignment
In the realm of educational experiments, the concept of random assignment is as pivotal as the foundation of a building. When researchers want to examine the impact of a new teaching method or resource, such as providing books to students, they must ensure that the two groups being compared are as similar as possible, except for the intervention they're testing. Random assignment is akin to shuffling a deck of cards; it ensures that each participant has an equal chance of being placed in either the experimental or control group.

Imagine you're attempting to determine if a certain fertilizer promotes plant growth. By randomly assigning plants to receive either the fertilizer or a placebo, you can confidently attribute any observed growth differences to the fertilizer, rather than other factors like soil quality or sunlight exposure. In the context of our reading experiment, random assignment assures that the book group and control group are comparable in all respects that could influence reading abilities, thereby isolating the effect of summer reading on test scores.
Control Group
The control group functions as the experimenter's yardstick. It is the group against which all changes are measured. Without this comparison group, researchers would be left questioning whether the results they see are due to the experimental treatment or caused by chance or other factors. Imagine trying to figure out if a new headache medication works without comparing it to a group that didn't receive the medication. It would be impossible to tell if people felt better because of the medication or if they would have improved on their own.

The control group in the reading experiment wasn't given the reading books but instead received activity and puzzle books. This careful approach allows the researchers to confidently say whether the provision of reading books was the key ingredient in improving reading scores or not. It helps to answer questions such as: Would children improve in reading skills over the summer without access to the chosen books, simply through maturation or other activities?
Causality in Experiments
Establishing causality is the holy grail of experimental research. In the educational landscape, it's crucial to know not just if something works, but why and how it works. Causality means that one event is the result of the occurrence of the other event; there is a cause-and-effect relationship. If we imagine a science fair, a student's elaborate volcano project isn't merely bubbling away because the fair is underway; it's erupting because of the specific chemical reaction they've initiated.

In the case at hand, the goal of providing books to students is to determine if this leads to higher reading scores – does the act of owning and reading these books cause the improvement? Random assignment and control groups are crucial in making this determination. Without these methodological cornerstones, attributing changes in reading scores specifically to the books given would be speculative at best. Researchers seek to say with certainty that it is the intervention, in this context, the access to books, that is causing the change, not other variables such as teacher quality or parental involvement.
Reading Test Scores
Reading test scores serve as a quantitative measure of a student’s literacy ability. In educational experiments, these scores help to quantify the impact of an intervention on students' reading proficiency. Much like a temperature reading indicates the severity of a fever, reading test scores signal a student’s reading health. They are a critical endpoint in literacy-based research – the metric that decides if educational programs make a quantifiable difference or not.

In our book experiment, reading test scores are the outcome being measured to determine the effectiveness of providing books to children. Higher test scores in the book group compared to the control group would suggest that the intervention was successful, much like how a scorekeeper's tallies determine the outcome of a sports game. Thus, careful consideration and transparency in how these test scores are collected, analyzed, and interpreted are vital to ensure the validity and reliability of the research findings.

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Most popular questions from this chapter

1.32 In an experiment to compare two different surgical procedures for hernia repair ("A Single-Blinded, Randomized Comparison of Laparoscopic Versus Open Hernia Repair in Children," Pediatrics [2009]: 332-336), 89 children were assigned at random to one of the two surgical methods. The methods studied were laparoscopic repair and open repair. In laparoscopic repair, three small incisions are made, and the surgeon works through these incisions with the aid of a small camera that is inserted through one of the incisions. In the open repair, a larger incision is used to open the abdomen. One of the response variables was the amount of medication given after the surgery to control pain and nausea. The paper states, "For postoperative pain, rescue fentanyl \((1 \mathrm{mg} / \mathrm{kg})\) and for nausea, ondansetron \((0.1 \mathrm{mg} / \mathrm{kg})\) were given as judged necessary by the attending nurse blinded to the operative approach." a. Why do you think it was important that the nurse who administered the medications did not know which type of surgery was performed? b. Explain why it was not possible for this experiment to be double-blind.

For each of the statistical studies described, indicate whether the study is an observational study or an experiment. Give a brief explanation for your choice. In a study of whether taking a garlic supplement reduces the risk of getting a cold, 146 participants were assigned to either a garlic supplement group or to a group that did not take a garlic supplement ("Garlic for the Common Cold," Cochrane Database of Systematic Reviews, 2009). Based on the study, it was concluded that the proportion of people taking a garlic supplement who get a cold is lower than the proportion of those not taking a garlic supplement who get a cold.

The authors of the paper "Illicit Use of Psychostimulants among College Students" (Psychology, Health \& Medicine [2002]: 283-287) surveyed college students about their use of legal and illegal stimulants. The sample of students surveyed consisted of students enrolled in a psychology class at a small, competitive college in the United States. a. Was this sample a simple random sample, a stratified sample, a systematic sample, or a convenience sample? Explain. b. Explain why an estimate of the proportion of students who reported using illegal stimulants based on data from this survey should not be generalized to all U.S. college students.

Use the following information to answer. The paper "Turning to Learn: Screen Orientation and Reasoning from Small Devices" (Computers in Human Behavior [2011]: \(793-797\) ) describes a study that investigated whether cell phones with small screens are useful for gathering information. The researchers wondered if the ability to reason using information read on a small screen was affected by the screen orientation. The researchers assigned 33 undergraduate students who were enrolled in a psychology course at a large public university to one of two groups at random. One group read material that was displayed on a small screen in portrait orientation, and the other group read material on the same size screen but turned to display the information in landscape orientation (see the following figure). Is it reasonable to generalize the conclusions from this study to some larger population? If so, what population?

The article "Why We Fall for This" (AARP Magazine, May/June 2011) described a study in which a business professor divided his class into two groups. He showed students a mug and then asked students in one of the groups how much they would pay for the mug. Students in the other group were asked how much they would sell the mug for if it belonged to them. Surprisingly, the average value assigned to the mug was quite different for the two groups! Indicate whether the study is an observational study or an experiment. Give a brief explanation for your choice.

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