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Bellringer

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Bellringer Angle A (or ) = a = 1, b = , and c = 2 Solving Right Triangles Section 5.5 Definitions Sine - the ratio of the length of the side opposite an angle ... – PowerPoint PPT presentation

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Title: Bellringer


1
Bellringer
  • Angle A (or ?)
  • a 1, b , and c 2

2
Solving Right Triangles
  • Section 5.5

3
Definitions
  • Sine - the ratio of the length of the side
    opposite an angle to the length of the hypotenuse
  • Cosine the ratio of the length of the side
    adjacent an angle to the length of the
    hypotenuse
  • Tangent the ratio of the length of the side
    opposite of an angle to the length of the side
    adjacent to that angle

4
Ratios
  • These ratios are the same for every triangle
  • The sin(50) is the same ratio regardless of the
    size of the triangle, this is what lets us solve
    for all sides and angles of a triangle

5
Triangles
  • We use capital letters
  • (A, B, C) to label angles
  • And we use lower-case
  • letters (a, b, c) to label sides

6
Solving Right Triangles (pg. 270, ex. 2)
  • Solve right triangle ?ABC. (Nearest degree and
    nearest tenth.)
  • A 49 a 7
  • B b
  • C 90 c

7
Solving Right Triangles (pg. 270, ex. 3)
  • Solve right triangle ?ABC. (Nearest degree and
    nearest tenth.)
  • A a 8
  • B b
  • C 90 c 14
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