Geo. 6.6 Properties of Kites and Trapezoids
 BACDGiven the markings on the figure, it is a TrapezoidKiteRhombus BACDIf CD = 5, then CB = If  BA = 12, then DA =If the measures are as above, what is the perimeter ofthe kite? The isosceles trapezoid is part of an isosceles triangle withvertex angle = 46o. What is the measure of the acute base angle ofthe trapezoid (x)?46x1341134667 FACT: A kite's diagonals are perpendicular to one another. In kite ABCD, m∡BCD = 98°, and m∡ADE = 47°.Find each measure. a) m∡DAE =b) m∡ADC =c) m∡AEB = Find x.78∘x∘ What is the length of EF?11.58.5 Given the isosceles trapezoid below. Find the missing angles.PWhat is m∡A =What is m∡T = What is m∡P = A124∘RTdegreesdegreesdegrees A∡A =Find the measure of the angles below. B∡B=C68oD∡C = Find the length of AB given the following info.AB = 1613.7 ABCD is a kite. Check all that are true.∡B ≅ ∡D∡A ≅ ∡C∆ ACD is IsoscelesBE ≅ EDABCD is a TrapezoidAC ≅ BD∡ABE ≅ ∡CBEABCD is a kite
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