<p>Yeah. Since AB > AC, and angle y and z were contained by those two sides, there was no way i thought they could be equal. The other choices seemed logical. They said 2 of the sides were unequal, that means the 3rd side could equal one of the two first sides (since it's equilateral).</p>
<p>I am still confused... the triangle is supposed to be equilateral? I thought it said that one side was bigger than the other?</p>
<p>If triangle ABC starts with point A at the bottom left, and it said the AB, the left side was larger than the base, doesn't that make it a tall isosceles triangle? And therefore the answer where the right side cannot equal the base is correct?</p>
<p>Grrr.. this is annoying. I hope I get at least +700, since that was my score last time, but it looks like I already have 3 wrong :(</p>
<p>If the two sides AB and AC are not equal, then the angles opposite those sides cannot be equal, so answer is y cannot equal z => I think that was E.</p>
<p>Last time I missed two, omitted four. This time I omitted 1 and I have two confirmed wrong so far :( Last time I got -6 raw points and so far, I have -4 raw points and I probably missed more. I also think I had a generous curve last time; right now it's not looking to great.</p>
<p>im so annoyed, on the one about the phone call, i put 20 because i forgot to add 20 to it. dang! i was so excited i got it right too! dang so i guess i did make stupid errors, oh well.</p>
<p>If the two sides AB and AC are not equal, then the angles opposite those sides cannot be equal, so answer is y cannot equal z => I think that was E.</p>