Question: Can you answer this? Thank you. 2. Given: A ABC is an isosceles triangle A ADB & A ADC are right triangles Prove: A ADB
Can you answer this? Thank you.







2. Given: A ABC is an isosceles triangle A ADB & A ADC are right triangles Prove: A ADB = A ADC U Statements Reasons 1. A ABC is an isosceles triangle 2. A ADB & A ADC are right triangles 3. AB ~ AC 4. AD = AD 5. A ADB = A ADCB. DIRECTIONS: Determine whether each pair of right triangles is congruent by LL, LA, HyA, or HyL congruence. If it is not possible that they are not congruent, write X. 2.Statements Reasons 1. CE 1 ER; UR L ER 2. 4 CES & L URS are right angles 3. A CES & A URS are right triangles 4. S is the midpoint of CU 5. CS = US 6. 4 1= 42 7. A CES = A URSA. DIRECTIONS: Use congruence in right triangle to prove that the two triangles are congruent. 1. Given: CE _ ER UR 1 ER S is the midpoint of Cu N Prove: A CES = A URS LUC. DIRECTIONS: Use congruence in right triangle to prove that the two triangles are congruent. Given: AB 1 BC , DC 1 BC AB = DC Prove: A ABC = A DCB U Statements ReasonsDIRECTIONS: Prove that A CAR = A TOY. 1. Given: A CAT A RTA are right triangles TR = AC U I STATEMENTS REASON\f
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