Genometry Midterm: Questions And Answers

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GEOMETRY MIDTERM REVIEW 1. Use the diagram to name all points that are collinear to points P and Q. Use the diagram to find where MQ= 30, MN = 5, MN=NO, and OP=PQ. 2. Find the length of OQ . 3. A rectangular window pane is 40 inches by 50 inches. a. Find the area of the window pane. b. Find the perimeter of the window pane. c. A frame around the window pane is 1.5 inches wide. Find the area of the window pane, including the frame. With the frame, by what percent did the area increase to the nearest hundredth? 4. Find the measure of m∠WYZ . 5. Find the midpoint of a segment with endpoints A(-8, 5) and B(-2, 7). uuur 6. AB bisects ∠CAD . Find the value of x. 7. Find the value of x. 8. Find the area of a triangle with a base of 22 m and…show more content…
The area of the kite is 150 square inches. Find the length of BD . 31. Find the area of parallelogram EFGH. 12 10 32. A right triangle has legs of 15 units and 20 units. What is the measure of the hypotenuse? 33. This quadrilateral is most specifically a _________________________ 34. Find the area of a square with a perimeter of 30 cm. 35. The perimeter of a rectangle is 72. The ratio of the lengths of the sides is 4:14. What are the lengths of the sides? 36. ABCD~EFGH. The perimeter of ABCD is 16. What is the length of BC ? 37. Find the length of x in the diagram. 38. Find the value of x. JKLMN ~ PQRST 39. A rectangle that has a width of 5 inches and length of 20 inches is similar to a second rectangle with a length of 16 inches. What is the width of the second rectangle? 40. Name the congruent triangles in the diagram? 1. m & y 2. 20 3. a. 2000in2 4. 85 5. (-5, 6) 6. 6 7. 7 8. 66 m2 9. 91.74 10. division property 11. 26 12. 630 13. 360 new homes 14. 2 15. skew 16. 17 17. 29 18. 3/2 19. parallel 20. 85 21. 17.5 22. scalene, obtuse 23. 24. 5 25. 30 26. 30 27. 50 28. 17 29. 480 A ≅ D; SAS;; BC EF; SSS b. 180 in c. 2279 in2 13.95% 30. 15 31. 96 32. 25 33. rhombus 34. 56.25 cm2 35. W = 8 36. 3.5 37. 5.25 38. 14 39. 4 40. ∆BAE≅∆BCD L =

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