Need Help @Directrix
@wolfe8
@angelarios
@HaileyD
@Gracy_KSL The angle bisector of the vertex angle of an isosceles triangle has several other properties. It is the perpendicular-bisector of the side to which it is drawn.
okay so basically what does that mean? can you simplify what you just said
So, look at this marked-up diagram and post what you think is the value of x.
What it means is that segment AD is perpendicular to segment BC AND BD = DC.
right so the equation can be x-90
There is no equation What is the measure of a right angle? Recall that perpendicular lines form right angles.
okay. but I need to find x and y
which I have no idea
Well, we are working toward finding the values of x and y. This is a process so if you would work with me on it, I would be so happy.
absolutely
Go back and look at the diagram that I uploaded.
anglebisectorofanisoscelestriangel.jpg
okay I can see you did some changes to it
Click on this link and read up on the measure of a right angle: http://www.mathwords.com/r/right_angle.htm
alright that was helpful
What is the measure of a right angle?
90 degrees
So, x = 90. That is part of what you asked.
right....I said that didn't I but instead I put x-90 it was supposed to be x=90
so now that we got x=90
Next up is this theorem: Base angles of an isosceles triangle are congruent. Or, you may know the theorem as: If two sides of a triangle are congruent, then the angles opposite those sides are also congruent.
We are on the trail for y now.
When two sides are congruent, it is isosceles triangle, and the angles are always congruent.
Always because if you have two congruent sides, meaning they are the same length, then in order for it to be a closed triangle, the other line must always be the same
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