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Have your homework out when the bell rings.
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Pg. 227 (4-7, 9-10, 19-20) 4. y = 17 5. Deneb = 64° Altair = 36°
Vega = 80° ° 7. (90 – y)° 9. 28° 10. 41° ° 20. 61°
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Angle & Leg Relationships
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Hinge Theorem As the angle is between two legs of a triangle increase, so does the leg opposite that angle. 60° 9 15 13 15° 9 15 8
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The longest leg will be across from the largest angle.
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Put the sides in order from shortest to longest.
60° 70° 30° B C A 70° BC , AC , AB 30° 60°
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Put the angles in order from smallest to largest.
Z ,Y ,X Y X Z 17 21 14 X Z Y
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Triangle Inequality Theorem
The sum of the smallest two legs must be greater than the length of the largest leg.
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CAN THE FOLLOWING SIDE LENGTHS CREATE A TRIANGLE?
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7, 9, 15 Yes, 7 + 9 > 15
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3, 8, 12 No, 3 + 8 < 12
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10, 11, 21 No, = 21
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13, 15, 9 Yes, > 15
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7, 7, 14 No, 7 + 7 = 14
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2, 2.5, 4 Yes, > 4
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3, 3, 4 Yes, 3 + 3 > 4
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What are the possible side lengths for the missing side of a triangle with two legs having the length of 6 and 10?
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What are the possible side lengths for the missing side of a triangle with two legs having the length of 3 and 9?
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What are the possible side lengths for the missing side of a triangle with two legs having the length of 5 and 12?
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Angle & Leg Relationships worksheet
Homework Angle & Leg Relationships worksheet
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