Geometry week 3 Flashcards

1
Q

Corresponding angles:

F-pattern

A
  • Parallel lines
  • make an F pattern
  • corresponding angles are equal
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2
Q

Alternate Angles:

Z-pattern

A
  • Parallel lines
  • make a Z pattern
  • alternate angles are equal
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3
Q

Interior Angles:

C-pattern

A
  • Parallel lines
  • make a C pattern
  • Angles add up to a sum of 180 degrees
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4
Q

Describe the parallelogram/rhombus angle relationship:

a,b,c,d

A

a = c
b = d
diagonal angles are equal

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5
Q

Supplementary angles theory (SAT):

A

Add up to 180 degrees

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6
Q

Complementary angles theory (CAT):

A

Add up to 90 degrees

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7
Q

Opposite angles theory (OAT):

A

same angles, opposite, diagonal positions

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8
Q

Equilateral triangles:

A

All angles and sides are equal

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9
Q

Isosceles triangles:

A

2 angles, 2 sides equal

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10
Q

Scalene triangles:

A

No sides, no angles equal

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11
Q

Acute triangle:

A

all angles <90 degrees

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12
Q

Obtuse triangle:

A

One angle >90 degrees

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13
Q

Right triangle:

A

1 angle = 90 degrees

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14
Q

Equilateral triangle side and angle lengths:

ETT

A

60

60 x 3 = 180

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15
Q

Opposite interior angle sum:

OIAS

A

x + y = z

interior + interior = exterior

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16
Q

Exterior angle sum:

EAT

A

a + b + c = 360 degrees

exterior + exterior + exterior = 360 degrees

17
Q

Sum of angles in a triangle (AST):

A

180 degrees

18
Q

Define quadrilateral:

A

4 sides closed figure

19
Q

Quadrilateral interior angle sum:

Exterior angle sum:

A

360 degrees for both sums

20
Q

Define polygon:

A

any closed shape

21
Q

Define regular polygon:

A

all sides, all angles are the same

22
Q

Define irregular polygon:

A

All sides and angles different

23
Q

Formula for finding the interior sum of any polygon:

A

sum = (n-2) x 180

n, being number of sides