Congruent Triangles

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Question 18

$ABC\,$ is a triangle. $CDEF\,$ is a parallelogram such that $D\,$ is the midpoint of $A C$ , $E\,$ is the midpoint of $A B$ , and $F\,$ is the midpoint of $B C$ .

Diagram of triangle ABC with midpoints D, E, and F.

Prove that triangle $ADE\,$ is congruent to triangle $B E F$ .

[4]

Congruent Triangles

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Question 18

$ABC\,$ is a triangle. $CDEF\,$ is a parallelogram such that $D\,$ is the midpoint of $A C$ , $E\,$ is the midpoint of $A B$ , and $F\,$ is the midpoint of $B C$ .

Diagram of triangle ABC with midpoints D, E, and F.

Prove that triangle $ADE\,$ is congruent to triangle $B E F$ .

[4]

Congruent Triangles

Question 18

Markscheme

Congruent Triangles

Question 18

Markscheme

Congruent Triangles

Question 18

Congruent Triangles Questions

Congruent Triangles

Question 18

Congruent Triangles Questions