Lines And Angles Flashcards

1
Q

The sum of the interior angles of any triangle is

A

180 DEGREES

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2
Q

The sum of the exterior angles of any triangle is

A

360 DEGREES

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3
Q

Interior and exterior angles that are adjacent are _______ angles and there for add up to __________

A

Supplementary, 180 DEGREES

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4
Q

What are vertical angles?

A

Vertical angles are when a angle is kissing it’s point with other angle ( kissing v’s )

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5
Q

What are alternate interior angles?

A

Is when a angle is like vertical but in the sides and in the inside

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6
Q

What is a alternate exterior angle?

A

Is when a angle is like and angle vertical but in the outside

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7
Q

What is a corresponding angle?

A

A corresponding angle is when a angle is on the same side and they are congruent

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8
Q

What is a supplementary angle?

A

A supplementary angle is when a angle it sums into 180 DEGREES

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9
Q

What are same side interior angles?

A

Same side interior angles are when a an angle is in the same side and they add up to 180 DEGREES

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10
Q

What’s a same side exterior angle?

A

Is when a angle is in the same side but it adds up to 180 DEGREES

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11
Q

What’s a transformation?

A

Is a change in a figures position, shape, or size

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12
Q

What is isometry?

A

A transformation in which the preimage and the image are congruent

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13
Q

What’s a translation?

A

Is when each point of a figure is moved the same distance and in the same direction

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14
Q

What’s a reflection?

A

Is when a figure is flipped over a line

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15
Q

What’s a rotation?

A

Is when a figure is turned about a fixed point

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16
Q

What’s a dilation?

A

When a figure grows or shrinks proportionally

17
Q

What’s a scale factor?

A

( k ) a number that we multiply by

18
Q

When a figure is dilated with a SCALE FACTOR GREATER THAN 1 the figure ______________

A

Gets bigger

19
Q

When a figure is dilated with a scale factor LESS THAN 1 the figure _____________

A

Gets smaller

20
Q

If they give you two figures that are similar, how can you determine what the scale factor is?

A

NEW/OLD

21
Q

Congruent angles have ____________, _____________ and __________________

A

Have same shape , same size, come from rotations, reflections and translations

22
Q

Similar figures have ___________, __________, ___________ and ___________

A

Same shape, congruent angles, proportional sides, come from dilations

23
Q

What are 3 transformations that will always make a congruent figure?

A

Translations, rotation , and reflection