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Brianna Ferrante
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Decks in this class (62)
1.4 Intro
Midpoint formula 0,
Midpoint of a segment 1,
Distance formula 2
3
cards
2.1 Exploring Patterns
Ray 0,
Line segment 1,
Opposite rays 2
12
cards
2.2 Structure Of Geometry
Angle addition postulate 0,
Segment addition postulate 1
2
cards
2.3 Segment Angle Relationships
Congruent angles 0,
Congruent segments 1,
Segment bisector 2
6
cards
2.4 Conditional Statements
A line contains 0,
Though any two distinct points th...,
Through any 3 non collinear point...
6
cards
2.5 Reasoning with Properties
Poc 0,
Poe 1,
Addition poe 2
13
cards
2.6 Deductive Reasoning
Linear pair 0,
Vertical angles 1,
Complementary angles 2
8
cards
3.1 Lines and Planes
Intersecting lines 0,
Parallel lines 1,
Oblique lines 2
7
cards
3.2 Connections to Algebra
Parallel postulate 0,
If two distinct lines intersect 1,
Perpendicular postulate 2
3
cards
3.4 Styles of Proof
All right angles are 0,
If two lines are perpendicular th...,
If two lines intersect to form a ...
3
cards
3.5 Properties of Parallel Lines
Corresponding angles 0,
Transversal 1,
Alternate interior angles 2
10
cards
3.6 Proving Lines are Parallel
Alternate interior angles converse 0,
Corresponding angles converse 1,
Alternate exterior angles converse 2
3
cards
4.1 Congruent Triangles
Equilateral triangle 0,
Congruent triangles 1,
Isosceles triangle 2
18
cards
4.2 Angles of a Triangle
Exterior angle of a triangle 0,
Interior angle of a triangle 1,
Triangle sum thm 2
6
cards
4.3 Proving That Triangles Are Congruent
Side angle side sas congruence po...,
Side side side sss congruence post 1
2
cards
4.4 More Ways To Prove That Triangles Are Congruent
Angle angle side aas congruence t...,
Angle side angle asa congruence p...
2
cards
4.6 Isosceles And Right Triangles
Base angles thm 0,
Base angles of an isosceles trian...,
Base angles converse thm 2
7
cards
4.5 Using Congruent Triangles
Cpctc 1
1
cards
5.1 Exploring Parts Of A Triangle
Perpendicular bisector thm 0,
Perpendicular bisector of a segme...,
Perpendicular bisector converse t...
6
cards
5.2 Special Segments of a Triangle
Angle bisector of a triangle 0,
Perpendicular bisector of an tria...,
Median 2
14
cards
5.3 Midsegment Theorem
Midsegment theorem 0,
Midsegment 1
2
cards
5.4 Inequalities in a Triangle
If one angle or a triangle is lar...,
If one side of a triangle is long...,
Triangle inequality thm 2
3
cards
5.5 Inequalities in 2 Triangles
Hinge converse thm 0,
Hinge thm 1,
What is the common sense rule for...
4
cards
6.1 Exploring Polygons
Convex polygon 0,
Polygon 1,
Concave polygon aka 2
11
cards
6.2 Angles of a Polygon
Corollary to polygon interior ang...,
Polygon interior angles thm 1,
Polygon exterior angles thm 2
4
cards
6.3 Properties of Parallelograms
If a quadrilateral is a parallelo...,
Parallelogram 1,
If a quadrilateral is a parallelo...
5
cards
6.4 Converses of Section 6.3's Thms
Thm about opposite angles 0,
Thm about opposite sides 1,
Thm about consecutive angles 2
5
cards
6.5 Special Parallelograms
Rectangle 0,
Rhombus 1,
Square 2
9
cards
6.6 Trapezoids
Bases or a trapezoid 0,
Trapezoid 1,
Legs of a trapezoid 2
12
cards
8.1 Ratios and Proportions/8.2 Problem Solving with Proportions
Proportion ex do the units have t...,
Ratio 1,
Cross product proptery 2
7
cards
8.3 Similar Polygons
What does it mean to be proportio...,
Similar polygon symbol 1,
Scale factor 2
5
cards
5.2 Special Segments of a Triangle
Angles bisector of a triangle 0,
Perpendicular bisector of a trian...,
Median 2
4
cards
8.4 Similar Triangles
Angle angle similarity postulate 1
1
cards
8.5 Proving Triangles are Similar
Side angle side similarity theorem 0,
Side side side similarity theorem 1
2
cards
8.6 Proportions in Similar Triangles
Triangle proportionality converse...,
Triangle proportionality thm 1,
If three parallel lines intersect...
4
cards
9.1 Right Triangles
Geometric mean 0,
If the altitude is drawn to the h...,
What do you do when you take the ...
7
cards
9.2 Pythagorean Theorem
Pythagorean theorem 0,
How do you name the sides of a ri...,
Pythagorean triple 2
5
cards
9.3 Converse of the Pythagorean Theorem
Can you replace longest side with...,
Converse of the pythagorean theor...,
If the square of the length of th...
4
cards
9.4 Special Right Triangles
These triangles happen so often i...,
In an isosceles right triangle bo...,
All 45 45 90 degree triangles are...
8
cards
9.5 Trig Functions
Trigonometric ratio 0,
Trigonometry means 1,
3 basic trig functions 2
8
cards
9.6 Inverse Trig Functions
Every trig function has 0,
What do inverse functions do 1,
What do you say when you use the ...
7
cards
10.1 Circles
When we refer to a circle do we m...,
Circle 1,
Interior of a circle 2
28
cards
10.2 Properties of Tangents
Will a tangent line be perpendicu...,
If a line is tangent to a circle ...,
In a plane if a line is perpendic...
6
cards
10.3 Central Angles and Arcs
Arc 0,
Central angle 1,
Minor arc 2
13
cards
10.4 Arcs and Chords
If a diameter of a circle is perp...,
In the same circle or congruent c...,
If chord ab is a perpendicular bi...
5
cards
10.5 Inscribed Angles
The arc that lies in the interior...,
Inscribed angles 1,
If an angle is inscribed in a cir...
6
cards
10.6 Other Angle Relationships
If two chords intersect in the in...,
If a tangent and a chord intersec...,
If two secants two tangents or a ...
3
cards
10.6 Formulas: Lengths of Segments
If 2 secants intersect outside th...,
If 2 chords intersect inside the ...,
If a secant and tangent intersect...
3
cards
10.7 Equation of a Circle
Radius __ center ___ 1,
The standard equation of a circle 2
2
cards
11.1 Area/Perimeter
Linear measurements 1,
Area of a polygon measured in 2,
Area of a square postulate 3
8
cards
11.2 Areas of Pgrams and Triangles
Area of a pgram thm 1,
Base 2,
3
6
cards
11.3 Area of Other Quads
If the diagonals of a quad are pe...,
Use the last thm for 2,
Kite 3
5
cards
11.4 Area of Regular Polygons
Center of regular polygon 1,
Radius of a regular polygon 2,
Apothem of a regular polygon 3
7
cards
11.5 Circumference of Circles
Circumference of a circle thm 1,
Arc length 2,
Arc length corollary 3
4
cards
11.6 Area of Circles
Sector of a circle 1,
Area of a sector thm 2,
Segment of a circle 3
5
cards
12.1 Solids
Faces of a polyhedron 1,
Edge of a polyhedron 2,
Vertex of a polygon 3
10
cards
12.2 Surface Area of Prisms and Cylinders
Lateral faces 1,
Lateral edges 2,
Altitude height of a prism 3
14
cards
12.4 Volume of Prisms and Cylinders
Volume of a cube postulate 1,
Volume of a prism cylinder theorem 2,
Volume 3
3
cards
12.3 Surface Area of Pyramids and Cones
Regular pyramid 1,
Slant height 2,
Only ______ have slant heights 3
11
cards
12.5 Volume of Pyramids and Cones
Volume of a cone thm 1,
Volume of a pyramid thm 2
2
cards
12.6 Surface Area and Volume of Spheres
Hemisphere 1,
Surface area of a sphere thm 2,
Volume of a sphere thm 3
4
cards
12.7 Similar Solids
Scale factor of one solid to anot...,
If 2 solids are similar with a sc...,
What do you do to get rid of the ...
4
cards
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Geometry
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