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Triangles PQR and STU are shown above. Which of the following is equal to the ratio \(\frac{ST}{SU}\) ?
If \(\angle BCA=90^\circ\) and \(\angle BCD=90^\circ\), what is the length of AC?
If \(\angle DBC=30\), what is the measure of \(\angle AEC\) ?
The figure below contains two similar right triangles. What is the area of \(\triangle ABC\)?
In the figure above, \(\triangle PQR\) is congruent to \(\triangle STW\). \(\angle P\) measures 120° and \(\angle T\) measures 15°. What is the measure of \(\angle W\)?
In the figure above, \(PT\parallel RS\) and segment PS intersects segment RT at Q. What is the length of segment PS?