Click and Drag. These questions give you the choices for your answer or answers. You must click on each correct answer and drag it to the appropriate box. You must get all of them correct to get the answer correct. For our purposes, just write the correct answers in the boxes. Determine the reason to justify each statement. You may choose from the Definitions, Theorems, and Postulates listed in the 2-column table. bisects . Given AAS is isosceles with base . Prove: Transitive Property of SAS Congruence Reflexive Property of Statements Reasons ASA Congruence 1. bisects . 1. Given Symmetric Property of 2. 2. SSA Congruence 3. 3. If 2 sides of a triangle are 4. 4. Substitution Property of congruent, then the angles Equality 5. 5. opposite them are congruent Definition of Bisector Definition of Congruency Definition of Isosceles Reflexive Property of Determine if the pair of triangles is Triangle Equality similar. If similar, highlight the similarity theorem to the box next Symmetric Property of A Kite has 2 congruent sides to the triangle pairs. If not, then Equality highlight Similar”. “Not Not Similar AA SAS SSS Not Similar AA SAS SSS Similarity Similarity Similarity Not Similar AA SAS SSS Similarity Similarity Similarity Similarity Similarity Similarity Not Similar AA SAS SSS Similarity Similarity Similarity
Click and Drag. These questions give you the choices for your answer or answers. You must click on each correct answer and drag it to the appropriate box. You must get all of them correct to get the answer correct. For our purposes, just write the correct answers in the boxes. Determine the reason to justify each statement. You may choose from the Definitions, Theorems, and Postulates listed in the 2-column table. Given AAS Transitive Property of Congruence SAS Reflexive Property of Congruence ASA Symmetric Property of Congruence SSA If 2 sides of a triangle are congruent, then the angles opposite them are congruent Substitution Property of Equality Definition of Bisector Definition of Congruency Definition of Isosceles Triangle Reflexive Property of Equality A Kite has 2 congruent sides Symmetric Property of Equality bisects . is isosceles with base . Prove: Statements Reasons 1. bisects . 1. Given 2. 2. 3. 3. 4. 4. 5. 5. Determine if the pair of triangles is similar. If similar, highlight the similarity theorem to the box next to the triangle pairs. If not, then highlight “Not Similar”. Not Similar AA Similarity SAS Similarity SSS Similarity Not Similar AA Similarity SAS Similarity SSS Similarity Not Similar AA Similarity SAS Similarity SSS Similarity Not Similar AA Similarity SAS Similarity SSS Similarity
York-Geo_SOLReview.docx