REGENTS WORKSHEETS, PEARSON VIDEO TUTORS, CHAPTER TESTS,
VOCABULARY & LESSON QUIZZES
GEOMETRY
JMAP provides ready-to-print worksheets containing Regents questions sorted
according to the chapters in the
Pearson Geometry textbook
in WS and PDF formats. The links in the last
two columns
direct you to Pearson's website, where you may view various
resources
tied to the Geometry curriculum apt for projector use in the
classroom.
| GEOMETRY |
 |
CH 4
CH 8
CH 12 |
# |
FORMAT |
| CH 1 |
Tools of Geometry | |
|
|
CW |
TE |
| 1-1 |
Patterns and Inductive Reasoning | |
|
|
VID |
QZ |
| 1-2 |
Drawings, Nets, and Other Models | |
|
|
VID |
QZ |
| 1-3 |
Points, Lines, and Planes | |
|
|
VID |
QZ |
| 1-4 |
Segments, Rays, Parallel Lines and Planes | |
|
|
VID |
QZ |
| 1-5 |
Measuring Segments | |
|
|
VID |
QZ |
| 1-6 |
Measuring Angles | |
|
|
VID |
QZ |
| 1-7 |
Basic Constructions |
|
|
|
VID |
QZ |
| 1-8 |
The Coordinate Plane | |
|
|
VID |
QZ |
| 1-9 |
Perimeter, Circumference, and Area | |
|
|
VID |
QZ |
|
CH 2 |
Reasoning and Proof |
|
|
|
CW |
TE |
| 2-1 |
Conditional Statements | |
|
|
VID |
QZ |
| 2-2 |
Biconditionals and Definitions | |
|
|
VID |
QZ |
| 2-3 |
Deductive Reasoning | |
|
|
VID |
QZ |
| 2-4 |
Reasoning in Algebra | |
|
|
VID |
QZ |
| 2-5 |
Proving Angles Congruent | |
|
|
VID |
QZ |
| CH 3 |
Parallel and Perpendicular Lines | |
|
|
CW |
TE |
| 3-1 |
Properties of Parallel Lines | |
|
|
VID |
QZ |
| 3-2 |
Proving Lines Parallel | |
|
|
VID |
QZ |
| 3-3 |
Parallel and Perpendicular Lines | |
|
|
VID |
QZ |
| 3-4 |
Parallel Lines and the Triangle Angle-Sum Theorem | |
|
|
VID |
QZ |
| 3-5 |
The Polygon Angle-Sum Theorems | |
|
|
VID |
QZ |
| 3-6 |
Lines in the Coordinate Plane | |
|
|
VID |
QZ |
| 3-7 |
Slopes of Parallel and Perpendicular Lines | |
|
|
VID |
QZ |
| 3-8 |
Constructing Parallel and Perpendicular Lines | |
|
|
VID |
QZ |
|
CH 4 |
Congruent Triangles | |
|
|
CW |
TE |
| 4-1 |
Congruent Figures | |
|
|
VID |
QZ |
| 4-2 |
Triangle Congruence by SSS and SAS | |
|
|
VID |
QZ |
| 4-3 |
Triangle Congruence by ASA and AAS | |
|
|
VID |
QZ |
| 4-4 |
Using Congruent Triangles: CPCTC | |
|
|
VID |
QZ |
| 4-5 |
Isosceles and Equilateral Triangles | |
|
|
VID |
QZ |
| 4-6 |
Congruence in Right Triangles | |
|
|
VID |
QZ |
| 4-7 |
Using Corresponding Parts of Congruent Triangles | |
|
|
VID |
QZ |
| CH 5 |
Relationships Within Triangles | |
|
|
CW |
TE |
| 5-1 |
Midsegments of Triangles | |
|
|
VID |
QZ |
| 5-2 |
Bisectors in Triangles | |
|
|
VID |
QZ |
| 5-3 |
Concurrent Lines, Medians, and Altitudes | |
|
|
VID |
QZ |
| 5-4 |
Inverses, Contrapositives, and Indirect Reasoning | |
|
|
VID |
QZ |
| 5-5 |
Inequalities in Triangles | |
|
|
VID |
QZ |
| CH 6 |
Quadrilaterals | |
|
|
CW |
TE |
| 6-1 |
Classifying Quadrilaterals | |
|
|
VID |
QZ |
| 6-2 |
Properties of Parallelograms | |
|
|
VID |
QZ |
| 6-3 |
Proving That a Quadrilateral is a Parallelogram | |
|
|
VID |
QZ |
| 6-4 |
Special Parallelograms | |
|
|
VID |
QZ |
| 6-5 |
Trapezoids and Kites | |
|
|
VID |
QZ |
| 6-6 |
Placing Figures in the Coordinate Plane | |
|
|
VID |
QZ |
| 6-7 |
Proofs Using Coordinate Geometry | |
|
|
VID |
QZ |
| CH 7 |
Similarity | |
|
|
CW |
TE |
| 7-1 |
Ratios and Proportions | |
|
|
VID |
QZ |
| 7-2 |
Similar Polygons | |
|
|
VID |
QZ |
| 7-3 |
Proving Triangles Similar | |
|
|
VID |
QZ |
| 7-4 |
Similarity in Right Triangles | |
|
|
VID |
QZ |
| 7-5 |
Proportions in Triangles | |
|
|
VID |
QZ |
|
CH 8 |
Right Triangles and Trigonometry | |
|
|
CW |
TE |
| 8-1 |
The Pythagorean Theorem and Its Converse |
|
|
|
VID |
QZ |
| 8-2 |
Special Right Triangles | |
|
|
VID |
QZ |
| 8-3 |
The Tangent Ratio | |
|
|
VID |
QZ |
| 8-4 |
Sine and Cosine Ratios | |
|
|
VID |
QZ |
| 8-5 |
Angles of Elevation and Depression | |
|
|
VID |
QZ |
| 8-6 |
Vectors | |
|
|
VID |
QZ |
| CH 9 |
Transformations | |
|
|
CW |
TE |
| 9-1 |
Translations | |
|
|
VID |
QZ |
| 9-2 |
Reflections | |
|
|
VID |
QZ |
| 9-3 |
Rotations | |
|
|
VID |
QZ |
| 9-4 |
Symmetry | |
|
|
VID |
QZ |
| 9-5 |
Dilations | |
|
|
VID |
QZ |
| 9-6 |
Compositions of Reflections |
