Attachments to the October 7, 2005 issue of Swift:

 

Psychics in the Science Class?

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&

A Scientific Investigation:
“Crossing Over with John Edward”
How well does he do?

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Psychics in the Science Class?

Students in the 7th grade are using a popular television psychic to test the Scientific Method.

“Memorizing the steps of scientific study isn’t particularly useful for most people,” Mr. Michalski says. “But give the kids a chance to apply the techniques to something that genuinely intrigues them, and you’ve got something. Psychics are fun because many of us, deep inside, sort-of hope that psychics really have some special ability. Students regularly ask me what I think about phenomena like palm-reading, fortune-telling, and astrology. This exercise gives them a chance to find the answers for themselves.”

Watching an episode or two of the popular television program Crossing Over With John Edward gives the 7th graders a practical, ground-level workout with the Scientific Method. “First, we watch a show or two without comment. This fellow is fairly impressive, the way he presents himself.” Or is he? Over the next few days, students watch the same episode, only this time they record every statement made by the psychic to his audience, and dutifully record whether or not the audience confirmed his statements or refuted them.

“It’s a grueling exercise,” Mr. Michalski says. “To really analyze something like this, it takes hours to comb through just a few minutes of the TV show. If John Edward says an audience member has lost his father, and the person agrees with him, we record that as a ‘yes’, but if they say it’s their uncle, not their father, we record that as a ‘no.’ If the psychic says their mother was named Anna but they say it was Agnes, John Edward is likely to claim it as a success because they both start with the letter ‘A’, but we record it as a failure, but his guess was Anna, not ‘something that starts with A.’ When you record everything in detail like this, the host rarely does better than 25 percent correct. The worst I’ve seen him do is 8 percent right. That’s a failure rate of 92 percent, and it’s on his own show—this is the way he chose to present himself on television.”

This is just the start of the exercise, which forms the basis for the students’ first lab report. All the information is collected and put into a table. The results are analyzed and graphed. And the students answer questions that force them to make analytical conclusions about what they have found.

“We don’t use this exercise to prove that psychics are phony, and that’s a very import distinction,” Mr. Michalski emphasizes. “It’s really none of my business whether one of my students—or their parents, for that matter—places their faith in celebrities like Edward. But I think we can demonstrate that his reliability is much lower than we would allow ourselves in other, more practical areas of life, like highway safety or studying for a test. Would you choose a study partner who was right only 8 percent of the time?”

“I can’t prove that John Edward is a fraud, because Science is not designed to work that way. But this lab does demonstrate, very effectively, that he is not very good at what he claims to do, which is receive information from the dead. Our kids need better ways to think through things and make the important decisions in their lives. Just like Jack and the Beanstalk, we are constantly surrounded by people who are willing to sell us a handful of magic beans.”


 

Life Science

NAME _____________________

Mr. Michalski / Ms. Cacciabeve / Ms. Treamont

Group _____

A Scientific Investigation:
“Crossing Over with John Edward”
How well does he do?

In the following table, write the statement that John Edward makes about the audience member’s dead relative, and in the right-hand column, put “Yes” if he is right, and “No” if he is not TOLD he is right. If the audience member does not tell him he is correct, put “No.” Take care to listen to what the audience member tells John Edward—very often, they tell him he is right, but then add things that make it clear that he was NOT really right after all.

 

 

What Edward said to the audience member

Correct?

1.

 

 

2.

 

 

3.

 

 

4.

 

 

5.

 

 

6.

 

 

7.

 

 

8.

 

 

9.

 

 

10.

 

 

11.

 

 

12.

 

 

13.

 

 

14.

 

 

15.

 

 

16.

 

 

17.

 

 

18.

 

 

19.

 

 

20.

 

 

21.

 

 

22.

 

 

23.

 

 

24.

 

 

25.

 

 

 

Results

Now you need to take your DATA—that is, the numbers you’ve just collected—and see if they mean anything.

First, count the number of statements that John Edward made during the show. Put that number on the line provided here:

Number of statements Edward made: ________ (A)

Next, count the number of “Yes” responses that John Edward received from his audience. Remember, “Yes” means that the audience confirmed that John Edward was exactly correct in what he said. If he said “Tom is your father” and the audience said “Tom is my brother” that’s not a “Yes”! That’s a NO!

Write the number of “Yes” responses on the line provided here: ________ (B)

Now, divide the second number into the first number. That is, take your “Yes” number and divide it by your “statements” number.

The number you get is the PERCENT CORRECT that John Edward got during that show. Write this number on the line provided here:

(B) number divided by (A) number = Percent Correct: ___________

 

TURN THE PAGE TO BEGIN ANALYZING YOUR RESULTS!

Analysis: This is where you look for meaning in your results.

1. If I toss a coin in the air and call “Heads,” what percent of the time am I likely to get it right?

 

2. How does John Edward’s ability to talk with the dead compare to tossing a coin? Better or worse? How much better or worse?

 

3. The gambling casinos in Las Vegas and Atlantic City make a lot of money. In fact, casinos pay out about 82 cents for every dollar that people spend gambling (In other words, when you bet a dollar, you only get 82 cents back). What percent of the money spent in casinos is paid out?

 

4. How does John Edward’s ability to talk with the dead compare to gambling in a casino? Better or worse? How much better or worse?

 

5. What is the lowest percent grade that your parents would be happy with on one of your tests?

 

6. How does John Edward’s ability to talk with the dead compare with the lowest test grade your parents would be happy with? Better or worse? How much better or worse?

 

7. If a car’s safety rating was the same as John Edward’s “right” percentage, would you feel safe riding in it? Why or why not?

 

8. Suppose I am the pitcher in a baseball game, and you are up to bat. If I throw wild, the ball will hit you, possibly causing you serious injury. If my “good” pitches were the same percent as John Edward’s “good” predictions on his show, do you feel safe at bat? Why or why not?

 

9. A friend offers to help you study for an important test. Your friend is right about this subject as often as John Edward is right about dead people. Is your friend a good choice for a study partner? Why or why not?

 

10. Questions 1-9 are all ANALOGIES designed to help you compare John Edward’s predictions to other things you do in real life. Use the space below to write your own ANALOGY for John Edward’s success rate with speaking to the dead.