Transcript My cube root is 64?

Who Am I?
What Number Am I?
What Shape Am I?
Can You Draw Me?
 The following Cooperative Problems were
created by 5th grade teachers on Day Four of
the Preparing for Success in Algebra
 California Mathematics and Science Partnership
(CaMSP)
 Year One - Summer 2001
I have two digits
I am a perfect
square
I have three
factors
I am divisible by
5
I have two acute Only two of my
angles
sides are parallel
Only two of my
sides are
congruent
My angles add
up to 360°
I am an odd
number.
I am a prime
number smaller
than 10
100 is one of my
multiples
I am a factor of
50.
I am divisible by I am a composite
3
number
I am an odd
number
I am greater than
50
The sum of my
angles is 360°
Two of my sides
are parallel
I have 4 sides
1/2 (base x
height) finds my
area
The difference of
my noncongruent sides
is one foot
I am a
quadrilateral
My area is less
than 45 ft
squared
My perimeter is
26 ft
I have two sets of I have two sets of
equal angles
parallel lines
I have all equal
sides
I am a polygon
I am part of a
whole
I am in lowest
terms
I am equivalent
to five tenths
I am between
(1/4) and (3/4)
I am a composite I am divisible by
number
five
The sum of my
digits is seven
I am a multiple of
five
I am equivalent
to six dimes
I can be reduced
to (3/5)
I can be
expressed in
tenths and
hundredths
I am less than
one
I have three
angles
I have three
equal sides
I am a polygon
The sum of my
angles is 180º
I am a
quadrilateral
I am a polygon
I have four right
angles
I have four sides
I am an even
number
I am a composite
number
The sum of my
Each of my digits
digits is equal to
is prime
three squared
I can be written
as a mixed
number
I am less than 2
and greater than
1
I have a 2 in the
tenths place
I can be divided
by fourths
I am a two digit I am a composite
number
number
The sum of my
digits is seven
I am a multiple of
five
I am divisible by
5
The product of
my digits is 40
The sum of my
digits is 13
One of my digits
is odd and the
other is even
I have 5 sides
I have 5 angles
Two of my angles Two of my angles
are obtuse
are 90°
I am a
quadrilateral
I have one pair of
parallel sides
Two of my sides
are congruent
I have no right
angles
I am more than
one half
I can be
represented by
.75
If I were money, I
An equivalent
would be 25¢
fraction is (9/12)
less than $1.00
I’m equivalent to
an improper
fraction
I am a fraction
If you multiply my
whole number by my
denominator and add
my numerator, I
become an improper
fraction
My numerator is
larger than my
denominator
I am part of a
whole
I am in lowest
terms
I am equivalent
to five tenths
I am between
(1/4) and (3/4)
I am a multiple of
25
I am an even
number
The sum of my
digits is one
I am a number
less than 200
The sum of my
angles is 720°
All of my angles
are obtuse and
congruent
The sum of my
sides is a
multiple of 36
I can be divided
into equilateral
triangles
I am an odd
number
I am a multiple of
thirty-three
The sum of my
digits is 18
I am a number
less than ten
squared
I am a closed
plane figure
I have two pairs
of congruent
opposite sides
Two of my
opposite angles
are congruent
Two of my
opposite angles
are obtuse
You can figure
I’m not a rational
out who I am if
number
you go in a circle
I come in
different flavors I’m not a rational
such as apple an
number
pumpkin
I am not an
integer
I am not a natural
number
I am a rational
number
My square root is
zero
My digits are
both odd
The first digit is
two greater than
my second digit
I am a prime
number
The product of
both of my digits
equal the first
digit
Clue One
Clue Two
Clue Three
Clue Four