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Cards (28)
Finding the greatest common factor (GCF)
1.
List
factors
2. Use
prime
factorization
Monomial
A
polynomial
with only
one
term
Standard form
Polynomial
arranged in
descending
order of degree
Greatest common factor (GCF)
The common factor having the
greatest
numerical factor and with variables having the
least
degree
Finding the GCF by listing
1. List the
factors
of each term
2. Find the
common factors
3. The
GCF
is the factor with the
greatest numerical
value and lowest variable degree
Finding the GCF by prime factorization
1. Find the
prime
factors of each term
2. The common prime factors make up the
GCF
Factoring polynomials
1. Identify the
GCF
2. Factor out the
GCF
3. Factor the
remaining
expression
Factoring using distributive property
1. Identify the
GCF
2. Factor out the
GCF
3. Distribute the
GCF
to the
remaining
terms
Factoring using distributive
property
7/8(a+3) - c(a+3)
4(3b-1) +
5(3b-1)
+
c(3b-1)
Force
The push and pull applied to an object, an influence that changes the
motion
of an object
Applying force to an object
1. Object remains
stationary
2. Apply force to
move
object
3. Apply force in
opposite
direction to
stop
object
Force
Magnitude
(strength)
Direction
Point
of
application
Line
of
action
Magnitude
of
force
How
strong
the force is, affects the
velocity
/
movement
of the object
Direction of force
The
points
to where the object
goes
Point of
application
The
location
where the
force
is applied
Line of action
The
straight line
passing through the point of
application
and
parallel
to the
direction
of the
force
Types of force
Contact
forces
Non-contact
forces
Contact
forces
Forces where an object needs
physical contact
to another object
Applied force
Force exerted by a person or object towards another person or object
Friction force
Force
that goes
against
the
direction
of the applied force, causing the object to
slow down
Normal
force
Force that acts
perpendicular
to an object
Tension
force
Force
applied to string,
rope
,
chain
,
cable
, resisting being
stretched
out
Normal force
supports an object as the surface resists
compression
,
tension force
resists force that causes objects to
stretch
Perfect square
A number that can be expressed as the
product
of
two equal integers
Identifying perfect squares
1.
Multiply
the number by itself
2. If the result is the
original
number, it is a
perfect square
Difference of two squares
The expression
x^2
-
y^2
Factoring a difference of two
squares
1. Rewrite as (
x
+
y
)(
x
-
y
)
2. Where
x
and
y
are
the square roots of
the
two terms
If an expression is not a
difference
of
two
squares, it
cannot
be
factored
using the
difference
of
two squares
method