3. Which quadrilateral does NOT always have perpendicular diagonals?
   1. square
   2. rhombus
   3. kite
   4. isosceles trapezoid
4. Which of the following facts would be sufficient to prove △ A C E ∼ △ B C D ? white up pointing triangle eh c e , tilde operator white up pointing triangle b c d question mark

   

   6. △ B C D white up pointing triangle b c d  is a right triangle.
   7. A B ¯ ≅ E D ¯ eh b bar , approximately equal to , e d bar
   8. m ∠ A = m ∠ E m angle , eh equals , m angle e
   9. A E ¯ ‖ B D ¯ eh e bar . double vertical bar , b d bar
5. What is the midpoint of the segment whose endpoints are M ( 6 , − 11 ) m open 6 comma negative 11 close  and N ( − 18 , 7 ) ? n open minus , 18 comma 7 close question mark
   1. ( − 6 , − 2 ) open minus , 6 comma negative 2 close
   2. (6, 2)
   3. ( − 12 , 9 ) open minus , 12 comma 9 close
   4. ( 12 , − 9 ) open 12 comma negative 9 close
6. Use the figure below. By which theorem or postulate does x = 3 ? x equals 3 question mark

   

   6. SAS Postulate
   7. If three parallel lines intersect two transversals, then the segments intercepted on the transversals are proportional.
   8. Opposite sides of a parallelogram are congruent.
   9. If two lines are parallel to the same line, then they are parallel to each other.
7. Which angle is congruent to ∠ D C B ? angle d c b question mark

   

   1. ∠ B angle b
   2. ∠ C D B angle c d b
   3. ∠ A angle eh
   4. ∠ A C D angle eh c d
8. In the figure below, E F ¯ e f bar  is a midsegment of △ A B C white up pointing triangle eh b c  and ADGC is a rectangle. What is the area of △ E D A ? white up pointing triangle e d eh question mark

   

   6. 49  cm 2 49 , cm squared
   7. 98  cm 2 98 , cm squared
   8. 294  cm 2 294 , cm squared
   9. 588  cm 2 588 , cm squared
9. Andrew is looking at a map that uses the scale 1  in  . = 5  mi  . 1 , in , . , equals 5 , mi , .  On the map, the distance from Westville to Allentown is 9 in. Which proportion CANNOT be used to find the actual distance?
   1. 1  in . 5  mi = 9  in . d fraction 1 in . , over 5 mi end fraction . equals . fraction 9 in . , over d end fraction
   2. 5  mi d = 9  in . 1  in . fraction 5 mi , over d end fraction . equals . fraction 9 in . , over 1 in . end fraction
   3. d 9  in . = 5  mi 1  in . fraction d , over 9 in . end fraction . equals . fraction 5 mi , over 1 in . end fraction
   4. 5  mi 1  in . = d 9  in . fraction 5 mi , over 1 in . end fraction . equals . fraction d , over 9 in . end fraction

10. What type of construction is shown below?

    

    6. angle bisector
    7. perpendicular bisector
    8. congruent angles
    9. congruent triangles
11. A student is sketching an 11-sided regular polygon. What is the sum of the measures of the polygon's first five angles to the nearest degree?
    1. 147
    2. 720
    3. 736
    4. 1620

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