## How Old Is Tiger Woods?

If you asked me to name something that’d trigger a teenager’s passion, I wouldn’t leap at “Correctly Guessing a Has-Been Celebrity’s Age” straight away. But there they were, hollering, competing, and rallying over near misses like frat boys over fantasy football.

• You have your students make three columns: Name, Guess, and Actual.
• You project twenty-or-so celebrities (a broad range of ages) onto the wall. You have ’em guess the age out loud.
• As they toss out guesses you say, “It’s probably a bad idea to toss out your guess. We’re all competing for the title of Best Age Guesser. Keep ’em close.”
• You keep projecting, they keep guessing. Maybe you ask ’em, “twenties or thirties or forties?” to keep ’em participating together.
• Then you go back through and give the ages. They write those under the “Actual” column. Watch ’em get crazy here, freaking out ’cause they were only three years off Natalie Portman’s age. Watch some of ’em blow Nelson Mandela by decades.

Enter the mathematics here:

• You ask, “how do we decide who guessed the best?” Expect intial suggestions like, “Whoever guessed the most right.” and “Whoever got closest to each age.”
• Take care of that first suggestion by asking who got the most right (Vicki, let’s say) and then ask the class, “Can we stop searching for the best guesser now? Is Vicki guaranteed? Why not?”
• Ask for clarification on the second suggestion. Get to a place where they’re subtracting the actual answer from the guess, getting negative numbers for underguesses and positive number for overguesses.

Make the math as hard or as easy as you want here.

Algebra and Below:

• Someone will suggest you add the new column of numbers up. You ask, “What number do we want there?”
• Someone’ll suggest “Zero.” You talk about the girl who overguesses Tiger Woods by 30 years and underguesses Oprah by 30 years.

• “So what do we do?”
• Drop the negatives. It doesn’t matter if you guess over or under, only that you’re off.
• Have them find the mean of their new column, full of positives. What does it mean? (The average number of years they were off per guess.)
• Ask if it means they guessed over or under on average. (Can’t tell, we dropped the negatives.)
• Have them find the average including the negatives. (“Who guessed under on average? Who guessed over?”)

Algebra II:

• Connect this to absolute value.

Calculus:

• Talk about why the square of the differences is preferable to their absolute values. (x2 is differentiable where absolute value isn’t.)

Give the winner a fun-sized candy bar. Let her select a celebrity for inclusion in next year’s lineup.

Attachments:

Credit Where It’s Due:

Got this idea from my ed-school mentor several years back. Yo, AB, I still use your stuff, man.

[Update: Matt has some pretty priceless extensions to this lab.]

How does the Mean and Median of all student guess do in this competition?

Creating a histogram of the guesses.

Looking at the standard deviation of the student guess. Do standard deviations vary with the age of the person.

Oh yeah, that’s great. It’s so clear now. I need to feature as many or more celebrities as there are students in the class. After the main event then I assign a celebrity to each student, they collect the guesses from around the class and perform a statistical analysis. Maybe I have Keynote slides set up so they punch in their data and present it real quick.

Peace and prosperity. Vote dy/dan best new edublog and best individual edublog.

### 18 Responses to “How Old Is Tiger Woods?”

1. on 27 Nov 2007 at 11:24 amken

ya know? I shared this with algebra teachers today. They were quite ‘ho-hum’ about the whole thing.

but it’s not about the lesson you present here; it’s the ‘hey-I-didn’t-create-it-and-I-didn’t-find-it-on-my-own-so-thank-you-but leave-me-alone’

2. on 27 Nov 2007 at 4:05 pmSue

Awesome idea…although I do not teach math, I’m thinking the underlying foundation of the lesson (celebs, guesses, then learning integration) can work for any classes. Thanks for sharing!

3. on 27 Nov 2007 at 4:29 pmGraham Wegner

Dan, you saved my day. Just when I needed some more insight into my class’s initial algebraic reasoning, your post pops in my aggregator. I’ve modified the ppt to include some Aussie celebs and altered the DOB data for an Aussie classroom – do you mind if I share the downunder version via my box.net? Let’s see how this goes with 11/12 year olds – I like the fact it is modifiable for whatever age group. Cheers!

4. on 27 Nov 2007 at 5:30 pmdan

Ken: Bummer. However it’s true that, as far as deep mathematical analysis goes, the activity’s kinda weak. Really awesome for the day before [whatever] break when you’d rather not cop out with a totally irrelevant [whatever-themed] movie, though.

Sue: I’d love to read about any translations you come up if you felt like posting them to your blog.

Graham: Do it, man, and send me a trackback so I can check it out and introduce myself to your Australian celebrities. You’re right on that this activity scales nicely to a bunch of ages.

5. on 28 Nov 2007 at 8:21 pmMatt

Great ideas. A couple other things that you might try:

How does the Mean and Median of all student guess do in this competition?

Creating a histogram of the guesses.

Looking at the standard deviation of the student guess. Do standard deviations vary with the age of the person?

Again great idea. It is so important to introduce mathematical topics with a context that the students can really connect to.

6. on 28 Nov 2007 at 11:11 pmdan

Oh yeah, that’s great. It’s so clear now. I need to feature as many or more celebrities as there are students in the class. After the main event then I assign a celebrity to each student, they collect the guesses from around the class and perform a statistical analysis. Maybe I have Keynote slides set up so they punch in their data and present it real quick.

Thanks, man. Great extensions.

7. on 01 Dec 2007 at 8:33 amJ.D. Williams

I think you should make one of these a week.. haha.

I used it on Friday and my students really liked it. A lot of my students thought that Nelson Mandela was Bill Cosby, so I don’t know if that says more about their knowledge of world leaders, or how they think Cosby would look in a current picture. I had more fun watching them trying to guess the names than most of them did with the whole activity.

You don’t even have to give out candy bars to get them interested. I gave out a couple of folders, a keychain flashlight I had gotten at some district function, and a small notepad with monkeys on it (I have no idea how that got into my supply closet, but it was the “prize” most of them wanted).

8. on 11 Dec 2007 at 11:44 amErin Remple

This is so fantastic! I’m a math teacher and feel rather uncreative most days. However, if I’m given a starting point I can often develop new ways to use it. Thanks for giving me an exciting starting point (which I’ll use for teaching standard deviation in Consumer, and line of best fit in pre-cal)!. What other interesting things do you have lurking in your database of ideas?

9. on 11 Dec 2007 at 3:29 pmdan

Glad to see you’re enjoying things around here, Erin. I do have this one lesson which takes a student from year-one algebra through calculus in one fun-filled, engaging afternoon. Just haven’t found the time to post it for some reason.

10. on 15 Sep 2009 at 8:48 pmElissa

I can’t get it to open. When I extract the file, it opens up PowerPoint but there’s nothing there. Hmm…must be my computer.

11. on 16 Sep 2009 at 7:50 amSue

I get a 4.5 meg file, and it looks great at first, but after Colin Powell the photos are missing. (My computer is using NeoOffice instead of Powerpoint. If the photos are in different formats, maybe that’s causing the trouble?)

12. on 16 Sep 2009 at 4:30 pmDan Meyer

I can’t troubleshoot Microsoft. Here’s a PDF, though. Or you can also grab celebrity images of your choosing from Google Images yourself.

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14. […] LinkHow Old Is Tiger Woods? […]

15. […] (4 algebra classes).  I prepared a powerpoint of guided questioning based on Dan Meyer’s lesson (that contains older pictures than the PDF) , and we easily went through them.  The kids were so […]

16. […] every student to guess the age of an individual before you explain the definition of absolute value and use it to figure out who guessed […]

17. […] How Old is Tiger Woods? […]

18. […] got this idea from Dan Meyer’s Blog. I modified it and posted it on my blog in this […]