Question

In: Psychology

A motivational speaker claims that wearing red on the day of an exam “energizes” the brain...

A motivational speaker claims that wearing red on the day of an exam “energizes” the brain and improves performance. Your psychology professor doubts that this is true. Design an experiment that would test whether the speaker is correct.

Solutions

Expert Solution

A true experiment has two major features: random assignment of participants, and experimental and control groups. The research question of the study is whether wearing red on the day of an examination improves performance by energizing the brain. The hypothesis of no difference is that there is no significant difference in marks scored on an examination based on whether a student wears red on the day of the examination.

So, let's assume we conduct this experiment in a class of 100 students. We randomly allocate students in two groups of 50 each. Random assignment is important because it cancels out the result of confounding variables such as gender, IQ, motivation etc. to a considerable extent. These confounding variables cannot be taken care of as well when we employ non-random methods of sampling, such as purposive sampling or snowball sampling. Moreover, random sampling is the best for determining cause-and-effect relationships, which is what we are trying to investigate.

Now, one of the two groups will become the experimental group, i.e., the group that is exposed to the intervention or special condition, whom we will tell that they are supposed to wear "red" on the day of an upcoming examination. The other group becomes the control group, i.e., the group that is not exposed to the intervention or special condition, whom we will tell that they can wear anything but red on the day of that upcoming examination. Once the examination is over, we can determine an answer for our research question by comparing the marks of the students in the two groups, and determining, via a t-test, whether there is a significant difference in the mean scores of the two groups.

In case the experimental group scores significantly higher than the control group, or vice versa, our hypothesis will be disproven. In case there is no significant difference between the scores of the two groups, our hypothesis will be proven.


Related Solutions

A motivational speaker is interested in the demographics of their shows’ attendees. A random sample of...
A motivational speaker is interested in the demographics of their shows’ attendees. A random sample of 1051 adults who attended their last show was taken and the gender and US Census region in which they lived were recorded and summarized in the table below: Gender Northeast Midwest South West Total Male 118 120 219 115 572 Female 93 119 150 117 479 Total 211 239 369 232 1051 (a) Suppose the speaker is going to ignore gender and is interested...
There is a group of 10 students consisting of 3 wearing red shirts and 7 wearing...
There is a group of 10 students consisting of 3 wearing red shirts and 7 wearing black shirts. Using combinatoric (combination and / permutation) notation, answer the following. a) How many groups of 5 students could be formed wearing any colour shirts? b) How many groups of 5 students could be formed where 3 students are wearing black shirts and 2 student is wearing red shirts? c)If 5 of the 10 students are waiting in a queue to borrow a...
Hours before an exam, you eat a chicken sandwich. During an exam, your brain needs energy...
Hours before an exam, you eat a chicken sandwich. During an exam, your brain needs energy to remember answers to questions. Explain how this happens. Trace the path of glucose molecule from starch from from the bun of which digest starch, and the pathway through the blood vessels to travel from the small intestine to the brain (3 parts of the pathway)
[Red Cross Red Shield] The distribution of the amount paid in health claims by Red Cross...
[Red Cross Red Shield] The distribution of the amount paid in health claims by Red Cross Red Shield (RCRS), a medical insurance company, on individual health insurance plans for college students has mean $500, median $400, and standard deviation $550. Consider the variation of the amount paid of a sample of 40 plan members. Do you think that the standard deviation of the sample mean of participants (Stdev[ ]) is smaller than, larger than, or equal to the standard deviation...
There are N students each wearing either a red or white hat, call them student 1,...
There are N students each wearing either a red or white hat, call them student 1, student 2,.., student N. They can see the color of everyone else’s hat expect their own. A teacher asks them sequentially (student 1 first, student 2 second, and so on) if they know the color of their own hat. a) Does any of them reply in the affirmative? The reality is that all of them are wearing a red hat. The teacher announces that...
Jackie notices everyone wearing Converse sneakers on the first day of school. Ever the fashionista, this...
Jackie notices everyone wearing Converse sneakers on the first day of school. Ever the fashionista, this will likely affect: Multiple Choice Jackie's income, as she now needs to buy Converse and will have less to spend on other goods. Jackie's preferences for shoes, since she feels as though she needs them now. Jackie's expectations of future prices, since the price of Converse will likely go up because they're getting so popular. the prices of related goods, since other shoes will...
3.2 Our overworked student trudges to his 3rd exam of the day, a true/false exam with...
3.2 Our overworked student trudges to his 3rd exam of the day, a true/false exam with 100 questions. Again,he just guesses the answers. Notice that this time he has a 50% chance of getting each particular question correct. a. What is the probability that the student gets at least one question correct? b. What is the probability that the student gets between 15 and 35 questions (inclusive) correct? c. What is the probability that the student gets between 40 and...
3.2 Our overworked student trudges to his 3rd exam of the day, a true/false exam with...
3.2 Our overworked student trudges to his 3rd exam of the day, a true/false exam with 100 questions. Again,he just guesses the answers. Notice that this time he has a 50% chance of getting each particular question correct. (10 Marks: 2 Marks for each of parts a), b), c), d) and e). a. What is the probability that the student gets at least one question correct? b. What is the probability that the student gets between 15 and 35 questions...
The average claims to an insurance company is 3 claims per day. a. Find what is...
The average claims to an insurance company is 3 claims per day. a. Find what is the probability that in a week there will be at least 5 days, 2 or 3 or 4 demands. b. Determine the probability that in a month, at least 15 days and at most 22 days, the number of demands this between 3 and 6 demands.
The lecturer claims that the underlying true average mark for this exam is 67. The lecturer...
The lecturer claims that the underlying true average mark for this exam is 67. The lecturer wants to test if the new cohort marks (sample mean: 52.222, sample variance: 153.651, n: 130) support this hypothesis. The minimum and maximum marks in the new cohort are 27.421 and 76.607 respectively. a. Write down the null and alternative hypothesis we would use to test the lecturers claim that the true average mark is 67. b. What are the assumptions for conducting a...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT