Geometry 2016 Flashcards

(42 cards)

1
Q

Complementary Angles

A

Equal 90

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2
Q

Supplementary Angles

A

Equal 180

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3
Q

Vertical Angles

A
  • Right across from each other

* Equal

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4
Q

Linear pairs

A

On a line, equal 180

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5
Q

Difference between line and a segment?

A

Line goes on forever, segment has endpoints

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6
Q

Scalene

A

All sides are different lengths

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7
Q

Isosceles

A

Two sides and 2 angles of equal length

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8
Q

Equilateral

A

All sides the same length

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9
Q

Equiangular

A

All angles are the same

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10
Q

Right triangle

A

1 angle equals 90

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11
Q

Congruency Statements

A

Ex: ⚠️ABC=⚠️DEF

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12
Q

Hypotenuse

A

Longest side of a right triangle (other sides are the legs)

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13
Q

Proving Triangles =

A

ASA AAA SSS SAS SSA HL

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14
Q

Shape Rotation

A

Turn the paper 90-180-270

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15
Q

Reflecting a Shape

A

X axis- x remains the same, y is the opp
Y axis- y remains the same, x is the opp
Y=-x -swap and change sides
Y=x- swap

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16
Q

Translating a Shape

A

Ex: move the shape x up and y down

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17
Q

Find missing angle

A

Corresponding, alt interior, etc

18
Q

Exterior angle theorem

A

The outside angle of a triangle must equal the 2 opp. Angles combined

19
Q

Sum of the angles around a point

20
Q

Construct an equilateral triangle

A

Make compass size of segment
Create circle from each point
Connect points

21
Q

Properties of Parallelograms

A

Parallelogram
Square
Rectangle
Rhombus

22
Q

Supplementary Angles

23
Q

Vertical Angles

A
  • Right across from each other

* Equal

24
Q

Linear pairs

A

On a line, equal 180

25
Difference between line and a segment?
Line goes on forever, segment has endpoints
26
Scalene
All sides are different lengths
27
Isosceles
Two sides and 2 angles of equal length
28
Equilateral
All sides the same length
29
Equiangular
All angles are the same
30
Right triangle
1 angle equals 90
31
Congruency Statements
Ex: ⚠️ABC=⚠️DEF
32
Hypotenuse
Longest side of a right triangle (other sides are the legs)
33
Proving Triangles =
ASA AAA SSS SAS SSA HL
34
Shape Rotation
Turn the paper 90-180-270
35
Reflecting a Shape
X axis- x remains the same, y is the opp Y axis- y remains the same, x is the opp Y=-x -swap and change sides Y=x- swap
36
Translating a Shape
Ex: move the shape x up and y down
37
Find missing angle
Corresponding, alt interior, etc
38
Exterior angle theorem
The outside angle of a triangle must equal the 2 opp. Angles combined
39
Sum of the angles around a point
=360
40
Proofs
Ex:
41
Construct an equilateral triangle
Make compass size of segment Create circle from each point Connect points
42
Properties of Parallelograms
Parallelogram Square Rectangle Rhombus