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Tri 1 200

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Trig. Similar. Pythag. Theorem. Area/ Volume. Tri 1. Tri 1 - 200 ... Trig - 400. Bob is flying a kite. He lets out 100m of string at a 40 degree angle. ... – PowerPoint PPT presentation

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Title: Tri 1 200


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Tri 1 - 200
  • List angles in order greatest to least

a
20
40
c
b
15
4
Tri 1 - 400
20
x
5
Tri 1 - 600
  • The sum of 2 complementary Angles

6
Tri 1 - 800
  • These are the basic tools of geometry

7
Tri 1 - 1000
  • Find the nth term of the sequence

8
Area/Volume - 200
4
Area of Sector with 130 degree angle.
130
9
Area/Volume - 400
  • This is the volume of a a cone with a height of
    7mm and a base radius of 2mm.

10
Area/Volume - 600
Volume of half the sphere.
6 cm
11
Area/Volume - 800
5
Find the Area of the Triangle
5
7
12
Area/Volume - 1000
  • This happens to the area of a circle when the
    radius is doubled.

13
Pythagoras - 200
8
X
7
14
Pythagoras - 400
45
8
X
Y
15
Pythagoras - 600
X
6
45
Y
16
Pythagoras - 800
  • A triangle through the points (-3, -2),
  • (-2, 2), (2, 0) is this type of triangle.

17
Pythagoras - 1000
4
X
5
12
18
Similar - 200
25
X
4
X
19
Similar - 400
  • This is how often two triangles made up of angles
    with measures 20, 70, 90 are similar.

20
Similar - 600
  • This is how often two similar figures are
    congruent

21
Similar - 800
  • This is how often
  • ad cb

22
Similar - 1000
40
30
15
X
23
Trig - 200
40
14
X
24
Trig - 400
  • Bob is flying a kite. He lets out 100m of string
    at a 40 degree angle. This is the height of the
    kite.

25
Trig - 600
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Area?
4
40
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Trig - 800
  • This is the ratio used for tangent.

27
Trig - 1000
X
5
50
7
28
Special Right Triangles
  • Find the measure of each side and list in order
    from smallest to largest.

60
10
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Special Right Trangles
  • Make your wager!

30
Final Jeopardy
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