In below, is drawn such that , and .
Is similar to ? Explain why.
The student gave a complete and correct response.
In the diagram below of is a point on , and is a point on , such that .
If , and , what is the length of ?
In the diagram below of right triangle , altitude is drawn to hypotenuse , and .
Determine and state the length of .
Trapezoid , where , is shown below. Diagonals and intersect at , and .
If , and , determine and state .
If , and , determine and state .
The image of after a dilation of scale factor centered at point is , as shown in the diagram below. Which statement is always true?
In the diagram of triangles and below, sides and intersect at , and . Which statement can not be proven?
In the diagram below of right triangle , . Which statement is always true?
As shown in the diagram below, and intersect at , and . Given , which equation is true?
In the diagram below, and intersect at C , and and are drawn such that . , and .
What is the length of ?
Parallelogram is adjacent to rhombus , as shown below, and intersects at .
If and , determine and state .
Determine and state .