Ask a New Question

Asked by Miles

Given:-AD is perpendicular to BC
-Triangle ABC is isosceles with vertex angle A

Prove: Triangle ADB congruent to Triangle ADC

(note: it should be solved in 9 steps and I got 7 steps and it being SAS)
8 years ago

Answers

Answered by Joe
Only possible if BC is a perpendicular bisector of AD.
But this is not given as part of your problem statement.
8 years ago

Related Questions

2. If AB is the perpendicular bisector of IK, which statement can be concluded from the given inform... If pi’s perpendicular to q, q is parallel to r, r is parallel to s, sis perpendicular to t then whic... If p is perpendicular to q, q is parallel to r, r is parallel to s, s is perpendicular to t, then wh... Where can the perpendicular bisectors of the sides of a right triangle intersect? I. inside the t... where can the perpendicular dissector of an acute triangle intersect? l. inside the triangle ll. on... Where can the perpendicular bisectors of an acute triangle intersect? I. inside the triangle II.... AB←→ is perpendicular to CD←→ . If AB←→ has a slope of 47 what is the slope of CD←→ ? (1 point... AB←→ is perpendicular to CD←→ . If AB←→ has a slope of 47 what is the slope of CD←→ ?... ¯¯¯ is a perpendicular bisector of OR¯¯¯¯¯¯¯¯ and point S lies on the perpendicular bisector. Th... perpendicular to y=2x+9 and has the point (4,-1)
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use