Angles Flashcards

1
Q

What are angles at a point?

A

Angles at a point are all the angles that add up to make 360 degrees.
Usually shown with Greek symbols.

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2
Q

What are the angles sums of:
1. A triangle
2. A quadrilateral (Square)

A
  1. The angles of a triangle add up to 180 degrees
  2. The angles of a square add up to 360 degrees
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3
Q

What is:
1. A transversal?
2. A supplement?
3. A complement?

A
  1. A transversal is the line that cuts two parallel lines.
  2. A supplement is the angle required to make 180 degrees. For example, if an angle was 100 degrees, the supplement would be 80 degrees.
  3. A complement is the angle required to make 90 degrees, or a right angle.
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4
Q

What are:
1. Adjacent angles?
2. Complementary angles?
3. Supplementary angles?

A
  1. Adjacent angles are angles that are directly next to each other.
  2. Complementary angles are 90 degree angles.
  3. Supplementary angles are 180 degree angles.
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5
Q

What are:
1. Corresponding angles?
2. Alternate angles?
3. Co-interior angles?

A
  1. Corresponding angles are the same size on the other side of a transversal. Also known as F angles.
  2. Alternate angles are the same size on the opposite side of a transversal. Also known as Z angles.
  3. Co-interior angles are on the same side of the transversal and add up to make 180 degrees. Also known as C angles.
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6
Q

What are the conditions for two lines to be parallel?

A

-Parallel lines will never meet
-Parallel lines with a transversal will create 2 equal alternate angles AND 2 supplementary co-interior angles.

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7
Q

What are some facts about…
1. Isosceles triangles?
2. Equilateral triangles?
3. Exterior angle of a triangle?

A
  1. Isosceles angles have 1 pair of equal sides and one side that is not equal.
  2. Every side is equal in equilateral triangles.
  3. The two interior remote angles equal the exterior angle.
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8
Q

What are vertically opposite angles?

A

Two straight angles that intersect and create two pairs of identical angles on opposite sides. For example, the letter X has 4 vertically opposite angles.

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