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Preparing for the Regents Examination Geometry, AK

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37 Score Explanation<br />

4 Secant points of intersection are (0, 5) and (2, 4), and an appropriate explanation is<br />

given.<br />

3 Secant is given, but graph is incorrect.<br />

2 Graph is shown, but secant is not given.<br />

1 Secant is given, but graph is not shown.<br />

0 A zero response is completely incorrect, irrelevant, or incoherent or is a correct response<br />

that was obtained by an obviously incorrect procedure.<br />

Part IV<br />

For each question, use <strong>the</strong> specific criteria to award a maximum of 6 credits.<br />

38 Score Explanation<br />

6 Any appropriate method is used to prove that ABCD is a parallelogram, but not a rectangle.<br />

For example: showing that <strong>the</strong> diagonals bisect each o<strong>the</strong>r but are not congruent,<br />

or showing that no consecutive sides have negative reciprocal slopes.<br />

5 An appropriate method is used, but a single computational error is made.<br />

4 An appropriate method is used, but two computational errors are made.<br />

3 An appropriate method is used to prove that ABCD is a parallelogram but does not<br />

show that it is not a rectangle.<br />

2 An appropriate method is used to prove that ABCD is a parallelogram, but more than<br />

two computational errors are made and student does not show that it is not a rectangle.<br />

1 An appropriate method is used, but ABCD is not shown to be a parallelogram, and<br />

multiple computational errors are made.<br />

0 A zero response is completely incorrect, irrelevant, or incoherent or is a correct response<br />

that was obtained by an obviously incorrect procedure.<br />

Practice <strong>Regents</strong> <strong>Examination</strong> Three<br />

(pages 497–504)<br />

Part 1<br />

Allow a total of 56 credits, 2 credits <strong>for</strong> each of <strong>the</strong> following correct answers. Allow credit if <strong>the</strong> student has<br />

written <strong>the</strong> correct answer instead of <strong>the</strong> numeral 1, 2, 3, or 4.<br />

1 (2) 50<br />

2 (4) 16 : 25<br />

3 (4) (7, 7 √ 3 )<br />

4 (2) 18 cm 2<br />

5 (3) {2, 7, 10}<br />

6 (3) (3, 6.5)<br />

7 (3) 80 √ 3<br />

8 (3) ABCD is a parallelogram<br />

whose diagonals<br />

bisect each o<strong>the</strong>r.<br />

9 (2) 2 _ <br />

3<br />

10 (2) 156<br />

11 (2) (x 3) 2 (y 7) 2 2<br />

12 (3) y 1 _ x 4<br />

2<br />

13 (3) d 5<br />

14 (4) 11<br />

15 (1) 60<br />

16 (2) 32 √ 3<br />

17 (2) 16 16 √ 2 <br />

18 (4) x 1<br />

19 (1) 5<br />

20 (2) y 5x 2<br />

21 (3) 4 √ 3<br />

22 (1) perpendicular bisectors<br />

of <strong>the</strong> sides<br />

23 (3) 120<br />

24 (4) obtuse<br />

25 (3) 60<br />

26 (4) 210<br />

27 (1) The perpendicular<br />

bisector of <strong>the</strong> chord<br />

of a circle bisects <strong>the</strong><br />

intercepted arc.<br />

28 (1) (3, 5)<br />

Practice <strong>Regents</strong> <strong>Examination</strong> Three 143

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