Answer questions related to E = mc2 by collecting
information from library resources.
Ages: 10-14
Time: 1 to 1-1/2 hours
Group Size: 10-20 kids
Materials (per pair): Nametags, copy of
E = mc2 Scavenger Hunt
activity sheet, pencils, prizes
Get Ready
-
Advertise the scavenger hunt
-
Choose a date and time for the hunt.
-
Three weeks before, begin advertising via posters in
the children's, young adult, and reference sections; notices
on library bulletin boards, Web site, and in library
newsletter; and through young adult groups (homework clubs
or book clubs). Let kids know they can win prizes.
-
Sign up participants
-
Post a sign-up sheet at the children's, young adult,
and main desk. Participants should include their names,
ages, email addresses, and phone numbers.
-
Have a waiting list in case you have cancellations.
-
Call all participants to confirm
attendance the day before the hunt. Use the waiting
list to fill any cancellations.
-
Recruit staff members to help run the event.
-
Prepare the hunt
-
Survey the questions on the
E = mc2 Scavenger Hunt
activity sheet. Revise or replace any questions that can't
be answered with your library's resources.
-
Photocopy the
E = mc2 Scavenger Hunt
activity sheet on colorful paper. Make extra copies.
-
Make and post clues for the final question. Collect
four index cards and write one of the letter sets (at right)
on each of the cards. Then post each card in a visible place
near relevant resource sections (such as the reference
section, card/computer catalog, biography section, science
experiment section, and journals/periodicals section).
Participants will copy the letter sets as they find them,
then unscramble the letters to answer the final question.
-
Download video clip from NOVA program "Einstein's Big
Idea" at:
www.pbs.org/nova/einstein
-
Obtain prizes (see ideas at right).
-
Do a test run
-
Check hunt resources and final question "clues" to
make sure none have been moved or hidden behind other items.
-
Make sure any "off-limits" areas are clearly
indicated.
-
Prepare the start area
-
Set up a sign-in table staffed by library personnel.
-
Supply blank nametags and markers for
participants to make nametags.
-
Provide snacks and drinks if permitted.
Run the Event
-
Welcome
-
Welcome and sign in participants. Direct them to the
Start Area where they can make nametags and have snacks
while waiting for others to arrive.
-
Do a short icebreaker activity to help people get to
know each other. Use your favorite, or try one of these
suggestions:
-
Each person in the circle says his or her name and
favorite breakfast cereal.
-
Each person receives a slip of paper with half a famous
scientist's name on it (e.g., Albert . . . Einstein,
Marie . . . Curie, Galileo . . . Galilei, Isaac . . .
Newton, Niels . . . Bohr, Antoine . . . Lavoisier,
Enrico . . . Fermi), then has to find the other half.
Each pair exchanges names and a little information about
themselves.
-
Connect the hunt to E = mc2.
Explain that 2005 marks the centennial of Einstein's famous
equation E = mc2. Ask participants to share what they know about the
equation. Offer some background and/or show a clip of the
NOVA program "Einstein's Big Idea" to introduce the young
Einstein and other scientists whose work laid the essential
groundwork for the equation (available at
www.pbs.org/nova/einstein).
-
Form pairs for the hunt. Let participants form their
own pairs or stay in the pairs created during the icebreaker
activity.
-
Explain the rules
-
Hunt Rules: The Hunt is made up of questions related
to Einstein and E = mc2. To answer the questions, you need to find an appropriate
library resource. One of the goals is to explore the
library, so we've placed clues on four index cards near key
resources for some of the questions. (This means you can't
rely on the computer only to finish the Hunt!) When your
sheet is complete, return to the Start Area to have it
checked. Pairs with accurately completed sheets receive a
prize! Remember, it's not about doing it the fastest, but
about using the library to find all the information.
-
Emphasize any "ground rules" for working in the
library, such as respect off-limits areas, keep noise to a
minimum, and don't move any clues.
-
Set a time limit, such as 45 minutes, if necessary.
-
Distribute materials
-
Give each pair a copy of the activity sheet and a
pencil. To avoid a stampede, assign "start clues" by circling
different numbers on each copy of the sheet, and instruct
pairs to start their search on the circled item.
-
The hunt is on! Library personnel can circulate to
assist or clarify as necessary.
-
Wrap up
-
Check answers and share
discoveries. Ask which clues they found most difficult. If there were
any "stumpers," review them with the group. Invite
participants to share something new or interesting they
learned.
-
Find out what worked. Ask participants to fill out a
brief evaluation (be sure to ask what they would
suggest you do differently if repeating the event).
-
Hand out prizes. Offer the same
prize for all participants, or have one prize for
participating and another for completing the sheet, as
appropriate for your group.
|
Big Ideas
Science is a process of inquiry. The legacy of
E = mc2 continues.
|
|
Final Question Clues
CR
EP
AI
LPP
|
|
Prize Ideas
-
Einstein- or science-themed bookmark, pencil, or
pocket notebook
-
Pass to a local science museum
-
Book from the
resource lists
-
Einstein-themed dolls, mugs, t-shirts, and posters
(available at science museum gift shops or such Web
sites as
www.physlink.com/estore
and
www.scienceteecher.com)
-
Coupon for a video store, movie theater, or ice
cream shop
|
|
Answers
-
Swiftness or speed; celeritas; dictionary
Answers will vary
Answers will vary
-
Stockholm; almanac, atlas, or encyclopedia
-
Journals might include Science (weekly) and
Nature (weekly); magazines might include
Scientific American (monthly),
Discover (monthly), and
Popular Physics (monthly); periodicals area
or in an online database
Answers will vary
-
Exit sign; locations will vary
Final Question: Paper clip
|
|
Lise Meitner (Emily Woof) and her nephew, physicist Otto
Robert Frisch, were the first to understand that uranium
atoms could be split. They calculated how much energy
would be released each time a uranium nucleus underwent
fission—a dramatic example of
E = mc2.
|
|
|