We received one and a half correct answers to this week's problem. The correct and complete solution was received from
Daniel Chan, Grade 10, Burnaby South Secondary School, Burnaby, BC
An additional solution of "The triangles are not congruent" was received from firstname.lastname@example.org.
From: "Jim Swift" <email@example.com>
The following solution cam from Daniel Chan, a Grade 10 student at Burnaby South Secondary School, Burnaby, BC
>a) How many pairs of equal sides and angles do the two triangles have? The triangles have three pairs of equal angles and two pairs of equal sides. >b) Are the two triangles congruent? Explain. No, none of the conditions of congruence are satisfied. The pairs of equal sides are not opposite the pairs of equal angles. >extra: Can you find two noncongruent triangles with six pairs of > equal sides and angles (with no side or angle paired more > than once)? Explain. It is not possible, because triangles with three pairs of equal sides are congrunent. Jim Swift Burnaby South 2000 S. S. firstname.lastname@example.org