SOLUTION: In triangle ABC, angle B=67° and angle C=46° prove that line CA=line CB

Question 1169812: In triangle ABC, angle B=67° and angle C=46° prove that line CA=line CB
Answer by ikleyn(52879) (Show Source): You can put this solution on YOUR website!
.

HINT

Find the third angle of the triangle.

Then recall what you know about isosceles triangles.

RELATED QUESTIONS
In triangle ABC where B=67 and C=46 prove that... (answered by ikleyn)

Suppose that ABC is a triangle in which CA > CB. Construct P between C and A so that... (answered by ikleyn)

Given: Triangle ABC, AD=CB, and AC>DB Prove: M angle ADC> M angle... (answered by venugopalramana)

triangle abc im trying to find x line ac=15 line cb=20 angle c=90 whats line... (answered by scott8148)

In isosceles triangle ABC, CA~=CB. If D is a point on AC between A and C, prove... (answered by ikleyn)

Which statement(s) would NOT prove that ABCD is a parallelogram? (a) -Line AB || Line... (answered by ikleyn)

Consider Triangle ABC. A circle k passes through points A and B and intersects CA and CB... (answered by math_helper)

given: triangle ABC with right angle C prove: Angle A and Angle B are... (answered by Alan3354)

Right triangle ABC. B is a right angle Given: right triangle ABC Prove: angle A... (answered by tommyt3rd)