Question

In a right triangle ABC, Cd is the angle bisector of the right angle C. Two lined DF and DE are parallel to the legs of the triangle. Please help me draw the picture.

Answer 1

@ganeshie8 Can you help me?

Answer 2

first draw the right triangle, without labeling vertices

Answer 3

ok i did that

Answer 4

ok u draw in ur notes, il also draw it here so we see what we talking :)

Answer 5

it says, C is the right angle, and CD is the angle-bisector, so,
1) lets mark the right angle vertex as C
2) lets also draw the angle bisector : CD

Answer 6

yes

Answer 7

Next, it says : Two lines DF and DE are parallel to the legs of the triangle.

means what ? we need to draw two lines going thru point D

Answer 8

one line DF is parallel to one leg

Answer 9

another line DE is parallel to another leg

Answer 10

before doing that, since we reached the end of given info, we can conclude that for out present problem, it doenst matter which vertex of triangle we mark as A or B. so lets mark them arbitrarily