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10>t>4.5
Compund inequality
(4x)•1=4x
Identity property
X=4y, 4y=12, then X=12
Transitive property
-b= -b
Reflexive property
|-3m|
absolute value
4x+6(y-5x)-3z
Algebraic expression
5a-7(a-6)= 12
equation
8(4x-1)= 32x-8
Distributive property
X= 4, then 4= x
Symmetric property
Xy= yx
Commutative property
-5+5= 0
Inverse property
9+(4+7)= (9+4)+7
Associative property
A ____ is a function of the form f(X)= b, and the slope of the function is zero.
Constant function
Two lines with slopes that are negative reciprocals of each other form right angles and therefore are ___.
Perpendicular lines
The ___ is the set of X-coordinates of the ordered pairs of a relation.
Domain
The equation of the line suggested by the points of the scatter plot is a ___.
Linear function
An ___ is a linear function described as f(X)= X.
Identity function
The ___ of a linear function is Ax+ By= C, where A, B, and C are real numbers, and A and B are both non-zero numbers.
Standard form
The set of all y-coordinates of the ordered pairs of a relation is known as the ___.
Range
A linear function described by f(X)= mx, where m does not equal 0, is known as a ___.
Continuous equation
The ___ of a line may be described in two ways: the first as a vertical change divided by horizontal change, and the second as (y2-y1) divided by (x2-X1)
slope
Two or more lines in the same plane having the same slop are known as ___.
Parallel lines
An ___ is closely related to a linear function, except that the graph of this function always forms a V-shape and is described by f(X)=|x|.
Absolute value function
Real numbers
All numbers
Rational numbers
All but repeating decimals
Irrational numbers
Pi, repeating decimals, square roots
Integer
Negatives & positive
Whole
0-... positives
Natural
1-... Positives
Slope intercept form
Y=mx+b
Mean
Add all and divide by how many
Mode
Most
Median
Middle
Box and whisker
Lowest -> median of median and lowest, median, median of median and highest, highest
9÷6(5-8)+4
-0.5
(3•2)²-3•2³+(5+3)²
76
(3+7)²-16÷2
92
-7+[28÷(18-7(2))]
0
2x²y²z²/(x-y+z)² for x=5, y=4, and z=1
200
4-12
-8 (integer, rational, real)
2³+10
18 (natural, whole, integer, rational, real)
42/8
5.25 (rational real)
2π(8.75)
54.911877871438(irrational, real)
√2+3
√5 (irrational real)
-20÷2²
-5 (integer, real, rational)
4y-1/10=3y+4/5
9/10
x/3+x/2=3/4
9/10
4-2(1-w)=-38
-20
C=5/9 • (F-32) for F
F=9/5C+32
3a²-1/2b=c for b
b=3a²-1/2c
S=2πrh for r
r=s/2πh
A=p+prt for t
t= A-p/pr
point slope form
y - y₁ = m(x - x₁)
how to find slope
m = (y₂ - y₁) / (x₂ - x₁)
absolute value translations
y=a|x-h|+k