|
Let's take a look at what kinds of proofs have been asked
on past Math B Regents Examinations:
Proofs asked since January 2006 can be found
on the "Past
Regents Exams" section.
|
January 2006 - 6
point question |
 |
 |
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August 2005 - 6
point question |
|
 |
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June 2005 - 6
point question |
|
 |
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January 2005 - 6
point question |
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|
33. Jim is experimenting with a new
drawing program on his computer. He created quadrilateral TEAM
with coordinates T(–2,3), E(–5,–4), A(2,–1), and M(5,6). Jim
believes that he has created a rhombus but not a square. Prove
that Jim is correct. [The use of the grid is optional.]
 |
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August
2004 - 6
point question |
|
|
|
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| June
2004 - 2
point question |
|
|
|
|
| January
2004 - 4
point question |
|
|
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|
| June
2003 - 4
point question |
|
27.
The coordinates of
quadrilateral
ABCD are
A(–1,–5),
B(8,2),
C(11,13),
and D(2,6).
Using coordinate geometry, prove that
quadrilateral
ABCD
is a rhombus. [The use of the
grid is optional.]
|
|
|
|
January 2003 - 6
point question |
33. Quadrilateral KATE has
vertices K(1,5), A(4,7), T(7,3), and E(1,-1).
a. Prove that
KATE is a trapezoid. [The use of the grid is optional.]
b. Prove that
KATE is not an isosceles trapezoid.
|
|
|
| August 2002 -
4
point question |
|
 |
|
|
| June 2002 -
4
point question |
|
|
|
| January 2002 -
6
point question |
|
|
|
|
August 2001 - 6
point question |
 |
|
|
|
|
| June
2001 - 6
point question |
 |
|
|
Math B
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