. From this we can conclude that .  Triangle ACB has vertex…

. From this we can conclude that .  Triangle ACB has vertex A at the top, C at the bottom left, and B at the bottom right. A perpendicular segment AF is drawn from vertex A to base BC, forming a right angle at point F. Segments CE and BD are drawn from vertices C and B to sides AB and AC, respectively, intersecting at a point inside the triangle. Tick marks on segments CD and AD indicate they are congruent. Arcs mark angles ACE and BCE, highlighting angle relationships at vertex C.

The coordinates of quadrilateral ABCD are as follows: A=(3,0…

The coordinates of quadrilateral ABCD are as follows: A=(3,0), B=(7,1), C=(6,-4) and D=(-2,-2). Find the coordinates of quadrilateral A’B’C’D’ which is the rotation of ABCD clockwise about the origin. Coordinates A’ ([ans0],[ans1]) B’ ([ans2],[ans3]) C’ ([ans4],[ans5]) D’ ([ans6],[ans7])

Use the figure to answer the questions below. Several rays i…

Use the figure to answer the questions below. Several rays intersect at point P, forming multiple angles. A horizontal line passes through P from point F on the left to point A on the right. A diagonal line passes through P from point B in the upper left to point T in the lower right. A nearly vertical line passes through P from point R above to point C below. The angle between rays PB and PR is labeled 38°, and the angle between rays PA and PT is labeled 40°. What is the value of ? [answer0] degrees Are and supplementary angles? Type yes or no. [answer1] Areand complementary angles? Type yes or no. [answer2] Is an acute, right, obtuse, or straight angle? [answer3] Is line segment PF an angle bisector of ? Type yes or no. [answer4]