Question

Example 5: E and F are respectively the mid-points
of equal sides AB and AC of triangle ABC (see Fig. 7.28).
Show that BF = CE.​

Answer 1

Answer:

Step-by-step explanation:

AB = AC

E AND F ARE THE MIDPOINTS

Therefore AE = AF

TRIANGLE AEC AND TRIANGLE AFB

AE = AF , AC = AB

THEREFORE THE THIRD SIDE OF BOTH THE TRIANGLES IS EQUAL