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Use the following information to answer. Many surgeons play music in the operating room. Does the type of music played have an effect on the surgeons' performance? The report "Death Metal in the Operating Room" (NPR, Dec. 24, 2009, www.npr.org) describes an experiment in which surgeons used a simulator to perform a surgery. Some of the surgeons listened to music with vocal elements while performing the surgery, and others listened to music that did not have vocal elements. The researchers concluded that the average time to complete the surgery was greater when music with vocal elements is played than when music without vocal elements is played. Explain why it is important to control each of the following potentially confounding variables in the experiment. a. the type of surgery performed b. operating room temperature c. volume at which the music was played

Short Answer

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Controlling these variables is important to remove their potential effects on the results. The type of surgery performed must be controlled because different surgeries have varied complexity, which can affect the time taken. The operating room temperature must be controlled because it can affect the comfort level and concentration of the surgeon. The volume of the music must be controlled because it can affect the surgeon's concentration. By controlling these variables, the outcome can more accurately be attributed to the type of music played.

Step by step solution

01

Importance of Controlling the Type of Surgery

The type of surgery performed could vary in complexity, length, and required skill level. If not controlled, it might give rise to significant variation in the time taken to complete different surgeries. Thus, it could act as a confounding variable and potentially bias the result. By ensuring all surgeons are performing the same type of surgery, the output variable i.e., the time taken, is related only to the difference in music and not the type of surgery.
02

Importance of Controlling the Operating Room Temperature

The operating room temperature can affect the surgeon's comfort level, thereby indirectly influencing their performance. It can either increase or decrease the time a surgeon takes to perform a surgery. If not controlled, this variable might confound the experiment results. Ensuring a constant temperature across all surgeries will eliminate this potential source of performance variation.
03

Importance of Controlling the Volume at Which the Music was Played

The volume at which the music was played can also influence the concentration and performance of the surgeons. Too loud a volume might disturb, while too low volume might not be audible enough for any effect. Hence if not controlled, it can affect the time taken to perform the surgery and hence confuse the results. Therefore, equalizing the volume across all surgeries ensures that performance differences are due to the type of music and not the volume levels.

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Key Concepts

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

Confounding Variables
In any experimental design, confounding variables are those factors that might influence the outcome of an experiment besides the independent variable being tested. In the operating room music study, confounding variables such as the type of surgery, room temperature, and volume of music could each impact the performance of surgeons in ways unrelated to the type of music played. Controlling for these confounding variables is essential to isolate the effect of the independent variable, ensuring that any observed differences in performance can be attributed with greater confidence to the presence or absence of vocal elements in the music.

For instance, a complex surgery might take longer to perform than a simpler one, regardless of the background music. This variability could overshadow the impact of music on surgical performance. To mitigate this, the experiment must standardize the surgery type across all trials. Similarly, inconsistencies in room temperature or music volume could add noise to the data, making the effects of vocal elements in music less discernible. By equalizing these conditions, researchers can reduce potential confounding and strengthen their conclusions.
Control Group
A control group in an experiment serves as a baseline that researchers use to compare against the experimental group. In the context of the study on music in the operating room, the control group could be the set of surgeons performing the surgery without any music. This would enable the researchers to measure the effect of music on performance in contrast to the natural performance without the influence of music.

Having a control group is crucial because it helps ascertain whether the factor being investigated — in this case, music with or without vocal elements — actually has a statistical effect on the outcome. Without a control group, it would be challenging to determine if the music contributes to the observed performance changes or if those changes would have occurred naturally, independent of the experimental condition.
Experimental Control
Experimental control allows researchers to manage and regulate all variables except for the one being studied. By controlling potential confounding variables, researchers aim to ensure that any observed effects are due to the manipulation of the independent variable (the introduction of music with or without vocal elements) and not some other, uncontrolled factors. In our example, standardizing surgery types, maintaining consistent operating room temperatures, and setting a fixed music volume are all aspects of exerting experimental control. These controls are in place to prevent external factors from influencing the surgical performance, thus keeping the experimental conditions uniform across all test subjects.

Effective experimental control increases the reliability of the experiment's outcomes, giving a clearer understanding of the relationship between the independent and dependent variables. This allows researchers to firmly establish cause-and-effect relationships.
Statistical Significance
Statistical significance is a mathematical measure that expresses whether the observed difference in an experiment is likely due to chance or to the specific factor being tested. In the study regarding music's impact on surgeons, statistical significance would indicate that the differences in performance times are probably influenced by the music with vocal elements and not due to random variation.

To determine statistical significance, researchers often use a p-value, which helps assess whether the results align with the null hypothesis — the assumption that there is no effect or difference. A low p-value (typically less than 0.05) suggests that the null hypothesis can be rejected, and the researchers can be more confident that the music indeed impacts surgical performance. It's important to note that statistical significance does not imply practical importance; a result can be statistically significant but still have a minimal actual impact.

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Most popular questions from this chapter

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.

1.24 The hand-washing behavior of adults using public restrooms at airports was the subject of a study conducted by the American Society of Microbiology. A press release issued by the Society (September 15,2003 ) included the following description: Although illnesses as deadly as SARS and as troublesome as the common cold or gastric distress can be spread hand-to-hand, the survey sponsored by the American Society of Microbiology (ASM) found that many people passing through major U.S. airports don't wash their hands after using the public facilities. More than 30 percent of people using restrooms in New York airports, 19 percent of those in Miami's airport, and 27 percent of air travelers in Chicago aren't stopping to wash their hands. The survey, conducted by Wirthlin Worldwide in August 2003 , observed 7,541 people in public washrooms in New York, Chicago, San Francisco, Dallas, Miami, and Toronto. These results were then generalized to people who use public restrooms. Answer the following four questions for this observational study. (Hint: Reviewing Examples 1.3 and 1.4 might be helpful.) a. What is the population of interest? b. Was the sample selected in a reasonable way? c. Is the sample likely to be representative of the population of interest? d. Are there any obvious sources of bias?

A study of college students showed a temporary gain of up to nine IQ points after listening to a Mozart piano sonata. This result, 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 want to determine if there is really is a Mozart effect. You decide to carry out an experiment with three experimental groups. One group will listen to a Mozart piano sonata that lasts 24 minutes. The second group will listen to popular music for the same length of time, and the third group will relax for 24 minutes with no music playing. You will measure IQ before and after the 24 minute period. Suppose that you have 45 volunteers who have agreed to participate in the experiment. Describe a method of randomly assigning each of the volunteers to one of the experimental groups.

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. The article "Workers Grow More Dissatisfied" (San Luis Obispo Tribune, August 22,2002 ) states that "a study of 5,000 people found that while most Americans continue to find their jobs interesting, and are even satisfied with their commutes, a bare majority like their jobs." This statement was based on the fact that only \(51 \%\) of those responding to the survey indicated they were satisfied with their jobs.

The supervisors of a rural county are interested in the proportion of property owners who support the construction of a sewer system. Because it is too costly to contact all 7,000 property owners, a survey of 500 owners (selected at random) is undertaken. Describe the population and sample for this problem.

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