Thanks for the share professor pka.
What is the [imath]m(\angle YZX)=? [/imath]
\(\displaystyle \angle YZX = 180^{\circ} - 85^{\circ} - 45^{\circ} = 180^{\circ} - 130^{\circ} = 50^{\circ}\)
What is the [imath]m(\angle YUW)=? [/imath]
\(\displaystyle \angle YUW = 180^{\circ} - 85^{\circ} - 50^{\circ} = 180^{\circ} - 135^{\circ} = 45^{\circ}\)
Now what you say about [imath]\Delta YZX\ \&\ \Delta YWU [/imath]???
\(\displaystyle \Delta YZX \sim \Delta YWU\)
More than what you think. Thanks professor The Highlander for the share.
Which one of these statements is correct after I show the two triangles are similar.
1. Is it enough to just write
\(\displaystyle \Delta YZX \sim \Delta YWU\)?
2.
\(\displaystyle \Delta YZX \sim \Delta YWU\)
\(\displaystyle \angle Y \cong \angle Y\)
\(\displaystyle \angle W \cong \angle Z\)
\(\displaystyle \angle U \cong \angle X\)
Also is it wrong to say
\(\displaystyle \Delta YZX \cong \Delta YWU\)
or
\(\displaystyle \Delta YZX = \Delta YWU\)
or
\(\displaystyle \angle W = \angle Z\)
?