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Interior angles
3, 4, 6, 5

exterior angles
1, 2, 7, 8

Alternate interior angles
3 and 6, 4 and 5

Alternate exterior angles
2 and 7, 8 and 1

Verical angles
1 and 4, 5 and 8

adjacent angles
1 and 3, 5 and 7, 6 and 8, 2 and 4

complementary angles add up to
90 degrees

supplementary angles
1 and 2, 5 and 6, 7 and 8, 3 and 4

supplementary angles add up to
180 degrees

equation to solve:
r + r = ext
or
c + d = a

equation to solve
a + b + c = 180

what transformation is this
transformation (slide)

what transformation is this
reflection (flip)
flip over an axis

what transformation is this
Rotation (turn)
turn 90 degrees or 180 degrees, always counterclockwise unless specified as clockwise

what transformation is this
dilation (enlarge or reduce)
Transformations type: When the figure is congruent (equal) to the original firgure
Rigid
What transformations are rigid?
Reflections
Translations
Rotations
Transformations type: when the new figure is similar (not congruent) to the original figure - the size changes
non-rigid
What transformations are non-rigid?
dilations

Slope type?
Positive slope

Slope type?
Negative slope

Slope type?
zero slope (0,0)

Slope type?
undefined slope

How to find a slope?
y(2) - y(1)
————-
x(2) - y (2)

How to find a slope?
The line passing through (-2, 3) and (2, -1)
6x + 2y = 24 in slope-intercept form
y = -3x + 12
6x + 2y = 24
-6x -6x
2y = -6x + 24
— ———- ==
2 2
y = -3x + 12

finding slope on a graph
rise
—-
run
3 / 5

What line is this?
Horizontal

equation and slope of horizontal line
equation of the form y = c
Slope of 0

equation and slope of vertical line
equation of the form x = a
Undefined slope

What does an 180 degree change do to a plotted point
changes negative to a positive and a positive to a negative
how do you know if points make a function?
example: (4,5) (3,2) (5,5) (2,-3)
If all X's (x,y) are different, it is functional
could 8, 11, and 16 make a triangle?
yes, the two legs must make a greater sum than the largest leg

what type of triangle is this
right

what type of triangle is this
isosceles

What type of triangle is this
equilateral

what type of triangle is this
scalene
Scalene triangle definition
A scalene triangle is a triangle in which all three sides have different lengths, and all three angles have different measures
equilateral triangle definition
An equilateral triangle is a polygon with three equal sides and three equal angles. It is the most symmetrical type of triangle and serves as a fundamental shape in geometry
isosceles triangle definition
An isosceles triangle is a triangle that has at least two sides of equal length. Because its sides correspond to its angles, an isosceles triangle also has two base angles of equal measure.
right triangle definition
a triangle with exactly one interior angle of 90°
input and output rule
every input needs an output
Discrete definition
Whole numbers that can be counted
continuous
measurables

which table is nonlinear
B

what is the vertical line test?
putting vertical lines on a graph to see if any points are touched by the same vertical line. If so, it is nonlinear.

rate of change is:
the slope

zero exponents
0 = 1


negative exponent rule
put negative into a function


power to a power exponent rule
multiply the exponents


dividing with exponents rule
subtract exponents


multiplying with exponents rule
add the exponents


rational numbers definition
any number that can be written as a fraction

integers and whole numbers and natural numbers definition


irrational number definition
cannot be expressed as a fraction

…
rational numbers decimal form
termination or repeating
irrational numbers decimal form
non-terminating and non-repeating
irrational numbers are
square root of non-perfect squares
cube root of non-perfect cubes
pi
triangle inequality theorem
The Triangle Inequality Theorem states that the sum of the lengths of any two sides of a triangle must be strictly greater than the length of the third side.


which number is the y-intercept
-1
what is a y-intercept?
The line that goes through the y axis on a graph. The staring point of a slope.

What is the slope?
-2/3x

what is the standard form?
B

What is the standard form?
D
What does congruent mean for a shape?
The same shape and the same size
What does similar mean for a shape
The same shape, different size

(-3, 3)
Both numbers just turn the opposite, and are half because dialated by 1/2 (positive or negative)

D

Steps to solve equation
subtract 3 on both sides
divide number by -4x

Will a scientific notation with a positive exponent have a small or large standard form
large


Will a scientific notation with a negative exponent have a small or large standard form
small


To determine what scientific notation is greater, what do we look at?
The exponent on 10


(3 × 10^3) (2 x 10^5)
given this equation, what is the steps to solving into one scientific notation
add the exponents
multiply the coefficients by each other

this is not in proper scientific notation, when fixed, what will the exponent (11) be?
12


When the coefficient of scientific notation gets smaller, what happens to the exponent?
the exponent gets bigger (more spaces moved)
When the coefficient of scientific notation gets larger, what happens to the exponent?
the exponent gets smaller (less spaces, or negative spaces moved)
what is diameter
the distance around a circle, circumference of a circle
what is a radius
half of a diameter,

when asked for the width of a rectangle, what do you do
slash mark through the inside of the rectangle
can an x-value have two y-values?
No

which is a funtion?
bottom

why is the bottom a function and the top is not?
the bottom has all different x's, the top has repeating x's
(X,Y)

is this linear
no

is this nonlinear
yes

is this decreasing or increasing
increasing

is this linear
yes, it has a constant rate of change

what is the equation to find the rate of change for this table


is this table linear
no, the rate of change is not constant

is this linear?
yes, it has a constant rate of change
equation for a graphed slope

how to determine change of rate on a table

how to determine change of rate on a graph
