Geo. 6.6 Properties of Kites and Trapezoids

B A C D Given the markings on the figure, it is a Trapezoid Kite Rhombus B A C D If CD = 5, then CB = If BA = 12, then DA = If the measures are as above, what is the perimeter of the kite? The isosceles trapezoid is part of an isosceles triangle with vertex angle = 46 the trapezoid (x)? 46 x 134 113 46 67 FACT: A kite's diagonals are perpendicular to one another.
= BCD 98°, and m∡= ADE 47°.
a) m∡DAE = b) m∡ADC = c) m∡AEB = Find x.78 ^{∘}x^{∘}What is the length of EF? 11.5 8.5 Given the isosceles trapezoid below. Find the missing angles. P What is m∡A = What is m∡T = What is m∡P = A 124 ^{∘}R T degrees degrees degrees A ∡A = Find the measure of the angles below. B ∡B= C 68 ^{o}D ∡C = Find the length of AB given the following info. AB = 16 13.7 ABCD is a kite. Check all that are true. ∡B ≅ ∡D ∡A ≅ ∡C ∆ ACD is Isosceles BE ≅ ED ABCD is a Trapezoid AC ≅ BD ∡ABE ≅ ∡CBE ABCD is a kite |

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