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Term Four Vocabulary Word Search
35
absolute value:it is never negative
circumference:distance around a circle
coefficient:it multiplies a variable
constant rateof change:it graphs in a straight line
complementary angles:two angles whose measures total 90 degrees
coordinate plane:it has four quadrants
coordinates:an ordered pair
cube:square rectangular prism
dependent variable:output value
diameter:distance across a circle through the middle
distribute:to spread evenly
distributive property: a( b + c)= a x b + a x c
face: flat surface on a 3 d figure
independent variable:input value
function:the rule
inequality:compares or orders two values
integers:positive and negative whole numbers and zero
net:2 dimensional drawing of a 3D figure
opposites:two numbers equidistant from zero on the number line
ordered pair:numbers located on the coordinate grid
origin: (0,0)
parallellines:two lines on the same plane that never meet
parallelogram: quadrilateral whose opposite sides are parallel
perpendicular lines:lines who meet at right angles
pi:approximately 3.14
prism:3d figure whose opposite faces are polygons and whose other faces are rectangles
pyramid:3D figure with a polygon as a base and 3 or more triangular faces that meet at a common vertex
quadrants: 4 sections of the coordinate grid
radius:distance from the center of a circle to its edge
rectangular prism:a prism whose six faces are rectangles
supplementary angles: two angles whose measures total 180 degrees
surface area:the total areas of all the faces of a 3D figure
variable:a letter that stands for a number
variable expression:an expression with at least one variable
volume:
Term Four Vocabulary Word Search
U | S | Y | P | P | W | R | V | C | B | D | F | P | P | C | B | D | T | Z | E | E | N | J | N | C | I | R | C | U | M | F | E | R | E | N | C | E | F | T | E |
I | G | N | F | C | X | W | A | O | B | E | M | A | Q | U | A | D | R | A | N | T | S | E | E | I | I | C | W | L | Q | G | L | H | P | F | A | A | B | S | I |
X | E | G | U | Y | Y | J | R | O | J | Z | K | R | S | T | C | P | X | D | D | V | P | X | T | J | B | F | Y | V | J | G | B | Q | I | E | B | R | E | N | B |
J | I | G | N | I | U | D | I | R | A | U | W | A | W | A | E | K | T | C | H | Q | D | T | O | Z | W | D | H | L | F | E | E | I | T | J | L | T | T | I | G |
Z | V | C | C | N | O | Y | A | D | W | D | Y | L | U | G | U | F | N | W | B | E | B | F | I | L | V | N | H | U | Y | J | M | L | H | N | I | R | P | Y | R |
Z | S | Q | T | T | Z | L | B | I | B | N | S | L | T | E | C | K | C | O | E | F | F | I | C | I | E | N | T | P | F | A | W | W | J | S | Q | C | A | B | Z |
J | B | P | I | E | W | V | L | N | J | O | F | E | J | D | Q | U | S | I | D | I | S | T | R | I | B | U | T | I | V | E | P | R | O | P | E | R | T | Y | M |
L | Z | N | O | G | W | R | E | A | U | Q | O | L | O | H | J | V | B | Z | C | J | K | C | B | D | U | A | P | G | H | P | B | P | Q | Y | C | Y | X | H | L |
Q | M | U | N | E | R | C | E | T | M | N | J | L | Z | I | G | V | A | E | U | L | V | V | P | R | K | P | O | V | A | M | P | R | Z | B | J | I | E | Z | U |
U | N | P | F | R | M | X | X | E | Y | Y | B | I | P | E | B | I | Y | C | O | N | S | T | A | N | T | R | A | T | E | O | F | C | H | A | N | G | E | A | V |
K | R | S | Y | S | X | Y | P | S | G | S | U | N | V | G | Z | A | S | N | K | T | Z | G | L | U | U | U | R | E | O | B | H | E | J | G | E | F | U | S | V |
C | Y | P | T | X | X | E | R | H | L | Q | M | E | S | F | C | O | G | I | M | U | E | K | Y | J | W | I | A | H | T | U | U | B | N | K | H | V | I | O | X |
G | D | B | U | Y | R | C | E | X | G | G | E | S | L | C | R | C | M | U | M | O | D | R | J | J | D | J | F | X | C | Q | D | U | K | S | C | Q | J | K | O |
O | I | I | J | H | Y | D | S | L | G | W | F | T | Q | Z | L | F | M | U | H | T | Z | X | L | G | B | H | Q | M | N | F | U | H | T | S | Q | Z | B | K | S |
W | R | I | S | O | X | Q | S | F | T | G | F | G | F | R | U | O | O | I | N | E | Q | U | A | L | I | T | Y | X | Z | T | A | X | Y | P | B | N | R | F | D |
J | I | D | F | T | A | P | I | V | I | I | B | N | B | A | Q | Y | S | B | H | R | E | C | T | A | N | G | U | L | A | R | P | R | I | S | M | Q | A | T | E |
Q | K | Q | E | D | R | U | O | W | F | N | W | R | C | M | P | T | G | B | N | S | L | G | J | R | X | H | O | T | G | Q | Z | G | W | X | K | L | P | L | J |
W | U | B | X | R | Z | I | N | S | U | R | F | A | C | E | A | R | E | A | E | R | T | V | M | Q | B | N | E | G | D | W | L | T | N | X | U | T | F | H | G |
E | E | W | D | H | E | Z | B | R | E | S | J | T | O | N | N | R | O | L | L | C | B | V | U | O | N | K | V | E | R | V | J | Y | M | K | W | J | J | Q | B |
C | I | T | A | Y | O | D | B | U | W | L | M | J | E | C | M | P | G | B | O | R | J | M | W | A | E | T | D | C | L | Z | L | S | B | H | Z | M | V | C | A |
K | X | U | K | E | P | Z | P | N | T | N | H | C | I | A | B | N | N | N | A | F | L | J | I | T | A | F | J | O | G | X | J | K | C | M | I | R | J | O | P |
V | S | C | A | B | A | E | D | A | W | E | U | G | R | N | A | K | C | S | O | T | I | T | O | J | Q | Y | J | O | Q | X | V | K | T | L | L | R | K | M | H |
A | S | F | S | Q | P | D | R | G | I | N | A | G | C | Y | D | G | S | G | L | M | X | B | P | Z | M | I | L | R | Y | T | R | A | O | F | H | S | X | P | X |
R | X | O | C | A | O | I | E | P | M | R | O | O | R | U | M | E | T | X | O | C | J | J | F | A | I | N | R | D | Q | Q | O | R | I | G | I | N | E | L | Z |
I | V | Z | C | J | H | E | J | P | E | L | X | A | W | K | C | R | P | A | E | K | A | Y | T | G | B | E | M | I | T | E | W | M | R | H | I | O | D | E | G |
A | W | B | E | E | N | U | A | D | E | N | T | U | X | T | Y | M | I | E | B | R | J | I | R | Z | K | H | Y | N | Y | C | D | V | M | N | F | J | Z | M | F |
B | X | O | F | A | H | L | O | L | P | N | D | G | S | L | R | J | Q | P | N | S | R | A | D | I | U | S | I | A | K | E | E | S | V | E | I | G | Z | E | Y |
L | F | Z | A | J | R | Q | L | O | E | G | D | I | X | O | O | F | S | U | H | D | O | O | G | T | W | N | V | T | S | R | C | H | V | F | K | E | G | N | A |
E | V | B | Z | U | B | A | I | M | W | Y | N | E | C | K | R | G | L | K | D | M | E | L | L | A | D | T | Q | E | G | J | G | Y | R | C | M | I | Q | T | A |
D | Q | S | F | H | R | G | E | K | T | Q | A | K | N | U | V | A | T | I | E | T | A | N | U | X | A | Q | K | P | P | O | V | X | U | U | C | G | V | A | Z |
O | C | S | M | A | X | L | Z | L | I | T | M | Z | R | T | L | H | M | G | S | A | J | I | T | T | M | V | H | L | R | Z | N | B | L | I | T | Q | Q | R | Z |
V | Y | E | P | Y | P | I | C | C | P | B | Y | O | J | G | V | A | E | M | H | U | K | F | L | V | E | K | T | A | W | U | B | O | V | Y | M | O | X | Y | H |
C | P | I | J | P | Z | A | G | C | Z | R | J | G | T | A | R | A | R | H | X | J | H | K | T | C | A | V | S | N | T | D | V | B | X | J | T | W | O | A | H |
Y | F | Y | U | E | E | U | G | P | L | J | I | I | G | Y | F | L | R | L | Y | N | U | H | F | N | O | R | A | E | S | D | I | A | M | E | T | E | R | N | T |
T | E | S | N | U | Y | Y | P | Q | W | J | V | S | P | T | N | L | Y | I | I | D | F | U | B | D | P | Z | I | L | N | W | Q | X | R | I | A | X | N | G | D |
H | D | K | P | K | T | L | Y | U | U | W | C | K | M | T | T | D | H | Y | A | N | X | G | W | Z | C | E | Y | A | U | W | B | E | B | Q | C | L | O | L | I |
G | D | N | Y | Q | H | R | F | V | E | O | I | B | B | A | D | C | L | L | A | B | E | K | Y | A | C | X | X | L | B | E | P | P | B | Z | Z | A | E | E | S |
F | W | O | V | L | U | Y | M | M | Z | B | Z | L | P | L | H | R | V | K | Z | M | L | S | G | A | Z | K | B | U | A | L | Z | F | N | J | N | L | O | S | O |
J | E | L | G | D | C | J | I | F | S | Y | D | U | I | I | B | Q | E | X | Z | W | K | E | F | V | A | J | P | Q | H | T | E | I | T | L | E | F | K | S | A |
T | Z | O | H | L | S | K | U | N | J | G | G | B | U | S | H | F | Q | S | J | F | G | Q | I | S | Z | K | K | Q | T | Z | N | E | G | G | M | E | P | E | M |
- approximately 3.14
- 2 dimensional drawing of a 3D figure
- square rectangular prism
- flat surface on a 3 d figure
- 3d figure whose opposite faces are polygons and whose other faces are rectangles
- (0,0)
- distance from the center of a circle to its edge
- volume
- 3D figure with a polygon as a base and 3 or more triangular faces that meet at a common vertex
| - distance across a circle through the middle
- the rule
- positive and negative whole numbers and zero
- a letter that stands for a number
- two numbers equidistant from zero on the number line
- 4 sections of the coordinate grid
- to spread evenly
- compares or orders two values
- it multiplies a variable
| - an ordered pair
- numbers located on the coordinate grid
- the total areas of all the faces of a 3D figure
- it is never negative
- distance around a circle
- two lines on the same plane that never meet
- quadrilateral whose opposite sides are parallel
- it has four quadrants
- a prism whose six faces are rectangles
| - output value
- lines who meet at right angles
- an expression with at least one variable
- two angles whose measures total 90 degrees
- input value
- two angles whose measures total 180 degrees
- it graphs in a straight line
- a( b + c)= a x b + a x c
|
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PuzzleFast.com, Noncommercial Use Only
Term Four Vocabulary Word Search
U | S | Y | P | P | W | R | V | C | B | D | F | P | P | C | B | D | T | Z | E | E | N | J | N | C | I | R | C | U | M | F | E | R | E | N | C | E | F | T | E |
I | G | N | F | C | X | W | A | O | B | E | M | A | Q | U | A | D | R | A | N | T | S | E | E | I | I | C | W | L | Q | G | L | H | P | F | A | A | B | S | I |
X | E | G | U | Y | Y | J | R | O | J | Z | K | R | S | T | C | P | X | D | D | V | P | X | T | J | B | F | Y | V | J | G | B | Q | I | E | B | R | E | N | B |
J | I | G | N | I | U | D | I | R | A | U | W | A | W | A | E | K | T | C | H | Q | D | T | O | Z | W | D | H | L | F | E | E | I | T | J | L | T | T | I | G |
Z | V | C | C | N | O | Y | A | D | W | D | Y | L | U | G | U | F | N | W | B | E | B | F | I | L | V | N | H | U | Y | J | M | L | H | N | I | R | P | Y | R |
Z | S | Q | T | T | Z | L | B | I | B | N | S | L | T | E | C | K | C | O | E | F | F | I | C | I | E | N | T | P | F | A | W | W | J | S | Q | C | A | B | Z |
J | B | P | I | E | W | V | L | N | J | O | F | E | J | D | Q | U | S | I | D | I | S | T | R | I | B | U | T | I | V | E | P | R | O | P | E | R | T | Y | M |
L | Z | N | O | G | W | R | E | A | U | Q | O | L | O | H | J | V | B | Z | C | J | K | C | B | D | U | A | P | G | H | P | B | P | Q | Y | C | Y | X | H | L |
Q | M | U | N | E | R | C | E | T | M | N | J | L | Z | I | G | V | A | E | U | L | V | V | P | R | K | P | O | V | A | M | P | R | Z | B | J | I | E | Z | U |
U | N | P | F | R | M | X | X | E | Y | Y | B | I | P | E | B | I | Y | C | O | N | S | T | A | N | T | R | A | T | E | O | F | C | H | A | N | G | E | A | V |
K | R | S | Y | S | X | Y | P | S | G | S | U | N | V | G | Z | A | S | N | K | T | Z | G | L | U | U | U | R | E | O | B | H | E | J | G | E | F | U | S | V |
C | Y | P | T | X | X | E | R | H | L | Q | M | E | S | F | C | O | G | I | M | U | E | K | Y | J | W | I | A | H | T | U | U | B | N | K | H | V | I | O | X |
G | D | B | U | Y | R | C | E | X | G | G | E | S | L | C | R | C | M | U | M | O | D | R | J | J | D | J | F | X | C | Q | D | U | K | S | C | Q | J | K | O |
O | I | I | J | H | Y | D | S | L | G | W | F | T | Q | Z | L | F | M | U | H | T | Z | X | L | G | B | H | Q | M | N | F | U | H | T | S | Q | Z | B | K | S |
W | R | I | S | O | X | Q | S | F | T | G | F | G | F | R | U | O | O | I | N | E | Q | U | A | L | I | T | Y | X | Z | T | A | X | Y | P | B | N | R | F | D |
J | I | D | F | T | A | P | I | V | I | I | B | N | B | A | Q | Y | S | B | H | R | E | C | T | A | N | G | U | L | A | R | P | R | I | S | M | Q | A | T | E |
Q | K | Q | E | D | R | U | O | W | F | N | W | R | C | M | P | T | G | B | N | S | L | G | J | R | X | H | O | T | G | Q | Z | G | W | X | K | L | P | L | J |
W | U | B | X | R | Z | I | N | S | U | R | F | A | C | E | A | R | E | A | E | R | T | V | M | Q | B | N | E | G | D | W | L | T | N | X | U | T | F | H | G |
E | E | W | D | H | E | Z | B | R | E | S | J | T | O | N | N | R | O | L | L | C | B | V | U | O | N | K | V | E | R | V | J | Y | M | K | W | J | J | Q | B |
C | I | T | A | Y | O | D | B | U | W | L | M | J | E | C | M | P | G | B | O | R | J | M | W | A | E | T | D | C | L | Z | L | S | B | H | Z | M | V | C | A |
K | X | U | K | E | P | Z | P | N | T | N | H | C | I | A | B | N | N | N | A | F | L | J | I | T | A | F | J | O | G | X | J | K | C | M | I | R | J | O | P |
V | S | C | A | B | A | E | D | A | W | E | U | G | R | N | A | K | C | S | O | T | I | T | O | J | Q | Y | J | O | Q | X | V | K | T | L | L | R | K | M | H |
A | S | F | S | Q | P | D | R | G | I | N | A | G | C | Y | D | G | S | G | L | M | X | B | P | Z | M | I | L | R | Y | T | R | A | O | F | H | S | X | P | X |
R | X | O | C | A | O | I | E | P | M | R | O | O | R | U | M | E | T | X | O | C | J | J | F | A | I | N | R | D | Q | Q | O | R | I | G | I | N | E | L | Z |
I | V | Z | C | J | H | E | J | P | E | L | X | A | W | K | C | R | P | A | E | K | A | Y | T | G | B | E | M | I | T | E | W | M | R | H | I | O | D | E | G |
A | W | B | E | E | N | U | A | D | E | N | T | U | X | T | Y | M | I | E | B | R | J | I | R | Z | K | H | Y | N | Y | C | D | V | M | N | F | J | Z | M | F |
B | X | O | F | A | H | L | O | L | P | N | D | G | S | L | R | J | Q | P | N | S | R | A | D | I | U | S | I | A | K | E | E | S | V | E | I | G | Z | E | Y |
L | F | Z | A | J | R | Q | L | O | E | G | D | I | X | O | O | F | S | U | H | D | O | O | G | T | W | N | V | T | S | R | C | H | V | F | K | E | G | N | A |
E | V | B | Z | U | B | A | I | M | W | Y | N | E | C | K | R | G | L | K | D | M | E | L | L | A | D | T | Q | E | G | J | G | Y | R | C | M | I | Q | T | A |
D | Q | S | F | H | R | G | E | K | T | Q | A | K | N | U | V | A | T | I | E | T | A | N | U | X | A | Q | K | P | P | O | V | X | U | U | C | G | V | A | Z |
O | C | S | M | A | X | L | Z | L | I | T | M | Z | R | T | L | H | M | G | S | A | J | I | T | T | M | V | H | L | R | Z | N | B | L | I | T | Q | Q | R | Z |
V | Y | E | P | Y | P | I | C | C | P | B | Y | O | J | G | V | A | E | M | H | U | K | F | L | V | E | K | T | A | W | U | B | O | V | Y | M | O | X | Y | H |
C | P | I | J | P | Z | A | G | C | Z | R | J | G | T | A | R | A | R | H | X | J | H | K | T | C | A | V | S | N | T | D | V | B | X | J | T | W | O | A | H |
Y | F | Y | U | E | E | U | G | P | L | J | I | I | G | Y | F | L | R | L | Y | N | U | H | F | N | O | R | A | E | S | D | I | A | M | E | T | E | R | N | T |
T | E | S | N | U | Y | Y | P | Q | W | J | V | S | P | T | N | L | Y | I | I | D | F | U | B | D | P | Z | I | L | N | W | Q | X | R | I | A | X | N | G | D |
H | D | K | P | K | T | L | Y | U | U | W | C | K | M | T | T | D | H | Y | A | N | X | G | W | Z | C | E | Y | A | U | W | B | E | B | Q | C | L | O | L | I |
G | D | N | Y | Q | H | R | F | V | E | O | I | B | B | A | D | C | L | L | A | B | E | K | Y | A | C | X | X | L | B | E | P | P | B | Z | Z | A | E | E | S |
F | W | O | V | L | U | Y | M | M | Z | B | Z | L | P | L | H | R | V | K | Z | M | L | S | G | A | Z | K | B | U | A | L | Z | F | N | J | N | L | O | S | O |
J | E | L | G | D | C | J | I | F | S | Y | D | U | I | I | B | Q | E | X | Z | W | K | E | F | V | A | J | P | Q | H | T | E | I | T | L | E | F | K | S | A |
T | Z | O | H | L | S | K | U | N | J | G | G | B | U | S | H | F | Q | S | J | F | G | Q | I | S | Z | K | K | Q | T | Z | N | E | G | G | M | E | P | E | M |
- PI
- NET
- CUBE
- FACE
- PRISM
- ORIGIN
- RADIUS
- VOLUME
- PYRAMID
| - DIAMETER
- FUNCTION
- INTEGERS
- VARIABLE
- OPPOSITES
- QUADRANTS
- DISTRIBUTE
- INEQUALITY
- COEFFICIENT
| - COORDINATES
- ORDEREDPAIR
- SURFACEAREA
- ABSOLUTEVALUE
- CIRCUMFERENCE
- PARALLELLINES
- PARALLELOGRAM
- COORDINATEPLANE
- RECTANGULARPRISM
| - DEPENDENTVARIABLE
- PERPENDICULARLINES
- VARIABLEEXPRESSION
- COMPLEMENTARYANGLES
- INDEPENDENTVARIABLE
- SUPPLEMENTARYANGLES
- CONSTANTRATEOFCHANGE
- DISTRIBUTIVEPROPERTY
|
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PuzzleFast.com, Noncommercial Use Only