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ANGLE PAIRS.

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Presentation on theme: "ANGLE PAIRS."— Presentation transcript:

1 ANGLE PAIRS

2

3 17 Angles 1 & 2, Angles 2 & 3, Angles 3 & 4, Angles 1 & 4
Angles 1 & 3 and Angles 2 & 4

4 ANSWER: 1) Find the value of x: ) Plug x into angle B: 3x x – 8 = (17) - 8 5x + 5 = – 8 = 26° x = 85 x = 17

5 116° ANSWER: Using Vertical Angles you can find that the angle to the left of angle n is 116°. Notice that the top three angles form a straight line (180°). 116° + 42° = 158° ° - 158° = 22° Therefore, n = 22°


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