if two bisectors meet at point s inside a parallelogram how we can prove its a right angle triangle
Responses (1)
You imagine how the lines and angles relate to each other. That is what the course is trying to teach you to do. Imagine what would happen if the angles did not add to 360 degrees. Then the figure would not close. Imagine some more and you will realize that they all have to be right angles.
Ok, so I didn't tell you the answer. I told you how to find the answer, which is what the course is supposed to teach you. Everything in geometry is done by imagining.
thanks for your answer
but the question in my book is we have a parrelogram . two bisector of which meet at point s inside it.
now we have to prove this is a right angle triangle.
pl help