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Supply the missing reasons to complete the proof.
Given:angle upper B congruent to angle upper E and modifying above B upper C with bar congruent to modifying above upper E upper C with bar
Prove:modifying above A upper C with bar congruent to modifying above upper D upper C with bar
An image of two parallel lines AB and DE with intersection lines ACD and BCE.
math expressionAn image of a proof table with columns: Statement and Reasons.
Statement 1: Angle B congruent to angle E and modifying above BC with bar congruent to modifying above EC with bar.
Reason 1: Given.
Statement 2: Angels ACB congruent to angle DCE.
Reason 2: Vertical angles are congruent.
Statement 3: Triangle ACB congruent to triangle DCE.
Reason 3: Question mark.
Statement 4: Modifying over AC with bar congruent modifying over DC with bar.
Reason 4: Question mark.
A. Corresponding parts of Approximately equal triangles are approximately equal.
B. ASA; Substitution
C. ASA; Corresponding parts of Approximately equal triangles are approximately equal.
D. SAS; Corresponding parts of Approximately equal triangles are approximately equal
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Given:angle upper B congruent to angle upper E and modifying above B upper C with bar congruent to modifying above upper E upper C with bar
Prove:modifying above A upper C with bar congruent to modifying above upper D upper C with bar
An image of two parallel lines AB and DE with intersection lines ACD and BCE.
math expressionAn image of a proof table with columns: Statement and Reasons.
Statement 1: Angle B congruent to angle E and modifying above BC with bar congruent to modifying above EC with bar.
Reason 1: Given.
Statement 2: Angels ACB congruent to angle DCE.
Reason 2: Vertical angles are congruent.
Statement 3: Triangle ACB congruent to triangle DCE.
Reason 3: Question mark.
Statement 4: Modifying over AC with bar congruent modifying over DC with bar.
Reason 4: Question mark.
A. Corresponding parts of Approximately equal triangles are approximately equal.
B. ASA; Substitution
C. ASA; Corresponding parts of Approximately equal triangles are approximately equal.
D. SAS; Corresponding parts of Approximately equal triangles are approximately equal
33 / 47
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