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Refer to the Rectangle ABCD , Shown Below, Where m(4)=18m ( \angle 4 ) = 18 ^ { \circ }

Question 59

Multiple Choice

Refer to the rectangle ABCD , shown below, where m(4) =18m ( \angle 4 ) = 18 ^ { \circ } .  Refer to the rectangle ABCD , shown below, where  m ( \angle 4 )  = 18 ^ { \circ }  .   A)   m ( \angle 1 )  = 72 ^ { \circ }  ,  m ( \angle 2 )  = 72 ^ { \circ }   and  m ( \angle 3 )  = 18 ^ { \circ }  B)   m ( \angle 1 )  = 18 ^ { \circ }  ,  m ( \angle 2 )  = 72 ^ { \circ }   and  m ( \angle 3 )  = 18 ^ { \circ }  C)   m ( \angle 1 )  = 72 ^ { \circ }  ,  m ( \angle 2 )  = 18 ^ { \circ }   and  m ( \angle 3 )  = 72 ^ { \circ }  D)   m ( \angle 1 )  = 18 ^ { \circ }  ,  m ( \angle 2 )  = 18 ^ { \circ }   and  m ( \angle 3 )  = 72 ^ { \circ }


A) m(1) =72m ( \angle 1 ) = 72 ^ { \circ } , m(2) =72m ( \angle 2 ) = 72 ^ { \circ }  and m(3) =18m ( \angle 3 ) = 18 ^ { \circ }
B) m(1) =18m ( \angle 1 ) = 18 ^ { \circ } , m(2) =72m ( \angle 2 ) = 72 ^ { \circ }  and m(3) =18m ( \angle 3 ) = 18 ^ { \circ }
C) m(1) =72m ( \angle 1 ) = 72 ^ { \circ } , m(2) =18m ( \angle 2 ) = 18 ^ { \circ }  and m(3) =72m ( \angle 3 ) = 72 ^ { \circ }
D) m(1) =18m ( \angle 1 ) = 18 ^ { \circ } , m(2) =18m ( \angle 2 ) = 18 ^ { \circ }  and m(3) =72m ( \angle 3 ) = 72 ^ { \circ }

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