Title: Before Class Work
1Before Class Work
Name
TG
3/6/06
Draw and label the rectangle for the equation
below in the space provided. Write an equivalent
expression in expanded form.
factored form
(3x1)(2x4)
expanded form
2Stat of the Day
- According to www.askmen.com, once an employer has
evaluated the way you present yourself, what's
the second most important quality you will be
judged on when youre on a job interview?
3Types of Handshakes
4Frogs, Fleas, and Painted Cubes
Investigation 3.1 Counting Handshakes Page 41
5Counting Handshakes
- After a sporting event, the opposing teams often
line up and shake hands. To celebrate their
victory, members of the winning team congratulate
each other with a round of high fives.
6Case 1 Two teams with the same number of players
shake hands.
7Case 2 Two teams with the different number of
players shake hands.
8Case 3 Members of the same team exchange high
fives.
9Case 1 Two teams with the same number of players
shake hands.
- How many handshakes will take place between two
basketball teams with 10 players each? Show your
work. - How many handshakes will take place between two
soccer teams with 15 players each? Show your
work. - Write an equation for the number of handshakes,
h, between two teams with n players. Show your
work.
10Celtics vs. Lakers
11Case 2 Two teams with the different number of
players shake hands.
- How many handshakes will take place between a
basketball team with 10 players and a basketball
team with 9 players? Show your work. - How many handshakes will take place between a
field hockey team with 15 players and a field
hockey team with 14 players? Show your work. - Write an equation for the number of handshakes,
h, between two teams with one team having one
less player.
12Celtics vs. Lakers
13Case 3 Members of the same team exchange high
fives.
- How many high fives will take place among an
academic quiz team with 4 members? - Show your work.
- How many high fives will take place among a golf
team with 12 members?
Show your work. - Write an equation for the number of handshakes,
h, that will take place among a team with n
players.
14Case 3
15For cases 1,2, and 3, make a table showing the
number of players on each team from 1-10 and the
number of handshakes or high fives.
CASE 1
CASE 2
16For cases 1,2, and 3, make a table showing the
number of players on each team from 1-10 and the
number of handshakes or high fives.
CASE 3
17Graph all three cases on this coordinate plane.
The independent variable is the number of players
and the dependent variable is the number of
handshakes.
Handshakes
Players