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A study of college students showed a temporary gain of up to 9 IQ points after listening to a Mozart piano sonata. This conclusion, dubbed the Mozart effect, has since been criticized by a number of researchers who have been unable to confirm the result in similar studies. Suppose that you wanted to see whether there is a Mozart effect for students at your school. a. Describe how you might design an experiment for this purpose. b. Does your experimental design include direct control of any extraneous variables? Explain. c. Does your experimental design use blocking? Explain why you did or did not include blocking in your design. d. What role does random assignment play in your design?

Short Answer

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An experiment can be designed by randomly dividing a group of students and exposing one group to a Mozart piano sonata before the IQ test. Controlling extraneous variables such as testing environment and keeping them consistent for both groups is necessary. Blocking is not included unless there are significant known influencing factors. Random assignment reduces bias and ensures equal opportunities for each participant to be in either group.

Step by step solution

01

Designing the Experiment

An experiment can be designed by randomly selecting a group of students from the school, then divided into two. One group (the experiment group) will listen to a Mozart piano sonata before undergoing an IQ test, while the other group (the control group) does not. The IQ scores of the two groups will then be compared.
02

Controlling Extraneous Variables

In this experimental design, it's essential to control extraneous variables that may influence results. These could be variables such as the time of day the testing takes place, the testing environment, or the IQ test used. By ensuring these variables are consistent for both groups, the observed effects on the IQ test scores can be attributed to 'listening to a Mozart piano sonata' rather than other influencing factors.
03

Incorporating Blocking

In this experimental design, Blocking is not initially used. Blocking is typically used to account for variations due to identified influencing factors in the experiment. If there are known factors that could heavily influence IQ scores, such as age or grade level, blocking could be included to account for these variations. For example, you could block by grade level, performing the experiment and subsequent analysis within each grade.
04

Random Assignment Importance

Random assignment plays a crucial part in this design. It is used to reduce bias and ensure that each student has an equal chance of being picked for either group (experiment or control). This equalizes the effect of personal characteristics that could potentially influence the experiment's outcome.

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Key Concepts

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

Mozart Effect
The "Mozart Effect" is a popular term used to describe the idea that listening to Mozart's music can temporarily enhance cognitive abilities, especially spatial-temporal reasoning or IQ levels. The idea gained attention when a study demonstrated that college students experienced an IQ boost after listening to a Mozart sonata.
While the initial study suggested a promising link between Mozart's music and increased intelligence, subsequent attempts to replicate these findings have often fallen short, with many researchers unable to confirm a consistent "Mozart Effect."
Understanding whether such an effect exists requires careful experimental design and analysis to ensure any observed gains in cognitive ability are indeed attributable to listening to Mozart, rather than external factors or placebo effects.
Being informed about the Mozart Effect is crucial for anyone interested in the influence of music on the mind and how psychological research can be both informative and subject to scrutiny.
Extraneous Variables
Extraneous variables are those factors that can influence the outcome of an experiment, although they are not the variables being directly studied. In the case of assessing the Mozart Effect, extraneous variables might include the time of day when the IQ test is administered, the test environment, or even the type of IQ test used. These factors can skew the results and lead to incorrect conclusions.
To control extraneous variables, researchers should maintain consistent conditions across both experimental and control groups. This consistency helps ensure that any differences in outcomes between the groups can be attributed to the exposure to Mozart's music and not some other variable.
For example, if students in the experimental group are tested in a quiet room while the control group is tested in a noisy environment, any differences in IQ scores might reflect the testing conditions rather than the effect of the music itself. Similarly, ensuring all tests are taken at the same time of day helps control for variations in alertness or fatigue that could impact test performance.
Blocking in Experiments
Blocking is a technique used in experimental design to account for variations among experimental subjects. It involves grouping subjects into blocks based on key characteristics that might influence the outcome of the experiment. Each block is then analyzed separately.
In the Mozart Effect experiment, blocking may not be initially used. However, if certain factors like age, gender, or grade level are thought to significantly affect IQ scores, blocking could be beneficial. For instance, students might be grouped by grade level, performing the experiment within each group to account for developmental differences.
This stratification helps ensure that any observed effects are due to the treatment being tested, rather than inherent differences among the participants. Blocking is particularly useful when the researcher suspects that the influencing factors could be powerful and lead to misleading results if not properly accounted for.
Random Assignment
Random assignment is a fundamental aspect of experimental design that helps ensure each participant has an equal chance of being placed in any given group, whether experimental or control. Its primary goal is to reduce potential biases and equalize unknown variables that might influence the study's outcome.
In the context of the Mozart Effect experiment, random assignment ensures that personal attributes, such as prior musical exposure or innate intelligence, are evenly distributed across both groups. This distribution minimizes the chance that these attributes could skew the results and provides a clearer picture of the effect of Mozart's music on IQ.
Without random assignment, there is a risk of systematic differences between the groups that could lead to false conclusions about the influence of the music, as biased allocation can introduce hidden confounding factors that affect the validity of the experiment.

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Most popular questions from this chapter

A petition with 500 signatures is submitted to a university's student council. The council president would like to determine the proportion of those who signed the petition who are actually registered students at the university. There is not enough time to check all 500 names with the registrar, so the council president decides to select a simple random sample of 30 signatures. Describe how this might be done.

Researchers at the University of Houston decided to test the hypothesis that restaurant servers who squat to the level of their customers would receive a larger tip ("Effect of Server Posture on Restaurant Tipping." Journal of Applied Social Psychology [1993]: \(678-685)\). In the experiment, the waiter would flip a coin to determine whether he would stand or squat next to the table. The waiter would record the amount of the bill and of the tip and whether he stood or squatted. a. Describe the treatments and the response variable. b. Discuss possible extraneous variables and how they could be controlled. c. Discuss whether blocking would be necessary. d. Identify possible confounding variables. e. Discuss the role of random assignment in this experiment.

Explain why some studies include both a control group and a placebo treatment. What additional comparisons are possible if both a control group and a placebo group are included?

The Pew Research Center conducted a study of gender bias. The report "Men or Women: Who is the Better Leader? A Paradox in Public Attitudes" (www. pewsocialtrends.org, August 28,2008 ) describes how the study was conducted: In the experiment, two separate random samples of more than 1000 registered voters were asked to read a profile sent to them online of a hypothetical candidate for U.S. Congress in their district. One random sample of 1161 respondents read a profile of Ann Clark, described as a lawyer, a churchgoer, a member of the local Chamber of Commerce, an environmentalist and a member of the same party as the survey respondent. They were then asked what they liked and didn't like about her, whether they considered her qualified and whether they were inclined to vote for her. There was no indication that this was a survey about gender or gender bias. A second random sample of 1139 registered voters was asked to read a profile of Andrew Clark, who- except for his gender-was identical in every way to Ann Clark. These respondents were then asked the same questions. a. What are the two treatments in this experiment? b. What are the response variables in this experiment? c. Explain why "taking two separate random samples" has the same benefits as random assignment to the two treatments in this experiment.

The article "Acupuncture for Bad Backs: Even Sham Therapy Works" (Time, May 12,2009 ) summarized a study conducted by researchers at the Group Health Center for Health Studies in Seattle. In this study, 638 adults with back pain were randomly assigned to one of four groups. People in group 1 received the usual care for back pain. People in group 2 received acupuncture at a set of points tailored specifically for each individual. People in group 3 received acupuncture at a standard set of points typically used in the treatment of back pain. Those in group 4 received fake acupuncture- they were poked with a toothpick at the same set of points used for the people in group \(3 !\) Two notable conclusions from the study were: (1) patients receiving real or fake acupuncture experienced a greater reduction in pain than those receiving usual care; and (2) there was no significant difference in pain reduction for those who received acupuncture (at individualized or the standard set of points) and those who received fake acupuncture toothpick pokes. a. Is this study an observational study or an experiment? Explain. b. Is it reasonable to conclude that receiving either real or fake acupuncture was the cause of the observed reduction in pain in those groups compared to the usual care group? What aspect of this study supports your answer?

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