Chapter 8 Review
For questions 3-6, select all possible answers that complete the statement.
For questions 7-11, determine whether the information given could be used to prove a quadrilatral is a parallelogram.
Use the parallelogram below for the next two questions.
Use the parallelogram below for the next two questions.
Use parallelogram ABCD below to answer questions 16-21.
Use rhombus LMNP below to answer questions 22-30.
Use rectangle WXYZ below to answer questions 32-37. The diagonal XZ = 12
Use square DEFG below to answer questions 38-41.
Use isosceles trapezoid FGHJ below to answer questions 42-49. MN is the midsegment, and GJ = 8.
Use kite JKLM below to answer questions 50-55.
For questions 56-64, determine the most specific quadrilateral shown.
For the final section of the review, determine what kind of quadrilateral is provided using coordinates. First, graph the quadrilateral, then find the slopes of all the sides, then find the distances of all the sides. With that information, decide the correct type of quadrilateral.
Quadrilateral #1: A(-5, 1), B(-3, 5), C(5, 1), D(3, -3)
Quadrilateral #2: P(-3, 0), Q(0, 4), R(6, 3), S(0, -5)
