Question:

es r 2 1 mLABE m2EAB 32 m2BEA 90 mzBEA m2EAB m2ABE 180 90 32

Last updated: 1/20/2024

es r 2 1 mLABE m2EAB 32 m2BEA 90 mzBEA m2EAB m2ABE 180 90 32

es r 2 1 mLABE m2EAB 32 m2BEA 90 mzBEA m2EAB m2ABE 180 90 32 x 180 122 x 180 x 58 mLABE 58 Your Turn 1 According to the four kite theorems label the kites appropriately If a quadrilateral is a kite then If a quadrilateral is a kite then In kite ABCD mzEAB 32 and mzBCE 62 Given Property that diagonals of a kite are perpendicular A ABE is a right triangle Substitute Combine like terms Subtract 122 on both sides Kite Theorems If a quadrilateral is a kite then 2 In kite WYZ DYXV 42 and mDYZV 30 Find mDXYV If a quadrilateral is a kite then g