Chapter 1 Base - Geometry & Trigonometry

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38 Terms

1
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<p>What is this rule?</p>

What is this rule?

Angles on a straight line add to 180°

2
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<p>What is this rule?</p>

What is this rule?

Angles at a point add to 360°

3
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<p>What is this rule?</p>

What is this rule?

Vertically opposite (X) angles on straight lines are equal.

4
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<p>What is this rule?</p><p></p>

What is this rule?


Interior angles of a triangle equal 180°

5
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<p>What is this rule?</p>

What is this rule?

Interior angles in a quadrilateral equal 360°

6
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<p>What is this rule?</p>

What is this rule?

Exterior angle of a triangle equals sum of opposite interior angles.

7
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<p>What is this rule?</p>

What is this rule?

Base angles in an isosceles triangle are equal.

8
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<p>What is this rule?</p>

What is this rule?

Interior and exterior angles & sides of equilateral triangle are equal.

9
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<p>What is this rule?</p>

What is this rule?

Corresponding angles (F) on parallel lines are equal.

10
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<p>What is this rule?</p>

What is this rule?

Alternate angles (Z) on parallel lines are equal.

11
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<p>What is this rule?</p>

What is this rule?

Co-interior angles on parallel lines are equal.

12
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<p>What is this rule?</p>

What is this rule?

a²+b²=c²

13
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<p>Solve for “a” - Use calculator input</p>

Solve for “a” - Use calculator input

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14
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<p>Solve for “b” - Use calculator input</p>

Solve for “b” - Use calculator input

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15
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<p>Solve for “c” - Use calculator input</p>

Solve for “c” - Use calculator input

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16
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<p>What is the formula to find the length of “y”</p>

What is the formula to find the length of “y”

y = Sinθ

17
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<p>What is the formula to find the length of “x”</p>

What is the formula to find the length of “x”

x = Cosθ

18
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<p>What is the formula the co-ordinates for point p?</p>

What is the formula the co-ordinates for point p?

(cosθ,sinθ)

19
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<p>What is the formula to find θ?</p>

What is the formula to find θ?



<p></p><p></p>
20
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<p>Label X</p>

Label X

Adjacent

<p>Adjacent</p>
21
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How do you calculate the area of a triangle?

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22
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<p>How do you calculate the area of a triangle without its height?</p>

How do you calculate the area of a triangle without its height?


<p></p>
23
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How do you work out the area of a non right angled triangle?

This formula works for all triangles.

<p>This formula works for all triangles.</p>
24
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<p>What sides do you need for this formula to work?</p>

What sides do you need for this formula to work?

the angle and the two adjacent sides to it. side, Angle, side.

<p>the angle and the two adjacent sides to it. side, Angle, side.</p>
25
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<p>What is the cosine rule used for?</p>

What is the cosine rule used for?

Calculating the length of a side or the angle of a non right angled triangle.

<p>Calculating the length of a side or the angle of a <strong>non right angled</strong> triangle.</p>
26
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<p>What is this formula used for?</p>

What is this formula used for?

Calculating the length of a side or the angle of a non right angled triangle.

<p>Calculating the length of a side or the angle of a <strong>non right angled</strong> triangle.</p>
27
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<p>What is this formula used for?</p>

What is this formula used for?

Finding the length of a side of a non right angled triangle.

28
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<p>What is this formula used for?</p>

What is this formula used for?

Finding an angle of a non right angles triangle.

29
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<p>This angle is?</p>

This angle is?

Corresponding

30
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When would you use the cosine rule?

On non right angled triangles.

31
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<p>What formula would you use to solve this problem?</p>

What formula would you use to solve this problem?

Cosine rule

32
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<p>What formula would you use to solve this problem?</p>

What formula would you use to solve this problem?

Cosine rule

33
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<p>What formula would you use to solve this problem?</p>

What formula would you use to solve this problem?

Sohcahtoa

34
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<p>“x” equals?</p>

“x” equals?

22°

35
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<p>What is the first step to solve for length AC</p>

What is the first step to solve for length AC

Find angle ABC

36
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<p>What is the first step to solve for the bearing from C to A?</p>

What is the first step to solve for the bearing from C to A?

Find angle from North to BC line

37
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<p>What is the angle from North to the BC Line </p>

What is the angle from North to the BC Line

10° - Co-interior angles = 180

38
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<p>What is the angle from North to line AC?</p>

What is the angle from North to line AC?

30° - Angles around a point = 360, Co-interior angles = 180