Week 3 Proof Problem Due Week 3 Day 5 Complete Problem 12 in Section 4.2 Exercises (Ch. 4) of Essentials of Geometry for College Students. Use the table below to show your work and solve the problem. You may add or delete rows as necessary. Statements Reasons Given: ABCD is a rhombus BE and AD are perpendicular DF and BC are perpendicular Prove BE and DF are congruent Post your work and answers in the assignment section of the grade book. Week 2 Proof Problem/ T. Williams Complete Problem 12 in Section 2.4 Exercises (Ch. 2) of Essentials of Geometry for College Students. Use the table below to show your work and solve the problem. You may add or delete rows as necessary. Statements Reasons AB=AE Given Triangle ABE is an isosceles Def. of an isosceles triangle Angle B = angle E Base angles of an isosceles triangle are congruent BC=DE Given Triangle ABC = Triangle ADE SAS Theorem Triangle ACD is an isosceles triangle Def. of an isosceles triangle Angle 1 = Angle 2 Base angles of an isosceles triangle are congruent Post your work and answers in the assignment section of the grade book. Week 3 Proof Problem Due Week 3 Day 5 Complete Problem 12 in Section 4.2 Exercises (Ch. 4) of Essentials of Geometry for College Students. Use the table below to show your work and solve the problem. You may add or delete rows as necessary. Statements Reasons AEB=CFD=90 Given BAE= FCD Opposite angle of a rhombus are Congruent . AB=CD . of therhombus all side are equal ABE= DFC ASA Theorem BE=DF . of congruent triangles Given: ABCD is a rhombus BE and AD are perpendicular DF and BC are perpendicular Prove BE and DF are congruent Post your work and answers in the assignment section of the grade book. Week 3 Proof Problem Due Week 3 Day 5 Complete Problem 12 in Section 4.2 Exercises (Ch. 4) of Essentials of Geometry for College Students. Use the table below to show your work and solve the problem. You may add or delete rows as necessary. Statements Reasons AEB=CFD=90 Given BAE= FCD Opposite angle of a rhombus are Congruent . AB=CD . of therhombus all side are equal ABE= DFC ASA Theorem BE=DF . of congruent triangles Given: ABCD is a rhombus BE and AD are perpendicular DF and BC are perpendicular Prove BE and DF are congruent Post your work and answers in the assignment section of the grade book