Quantile Report
CORD Communications
DATE: Monday, April 26, 2010
CONTACT: Kanista Zuniga – Agreement
EMAIL: kzuniga@lexile.com
PHONE: 919-547-3426
CONTACT: Bridgett McDowell – Quantile Services Coordinator
EMAIL: bmcdowell@lexile.com
PHONE: 919-354-3476
CONTACT: Patricia Carideo – Accounting/Invoicing
EMAIL: pcarideo@lexile.com
PHONE: 919-547-3405
FAX: (919) 547-3401
ADDRESS: 1000 Park Forty Plaza Drive, Suite 120
Durham, North Carolina, 27713
CODES:
EM Emerging Mathematician
NMQ Not Measurable in Quantiles
HMC Higher Mathematical Content
Claudia,
Attached is the report for the Geometry text you
submitted for Quantile Calibrations. I have included
the contact information for our group here. If you
have any questions regarding the meaning of the
measures please contact me. Any questions pertaining
to the agreement can go to Kanista. Patricia will
handle the invoicing. I will handle any future work
requests.
Thanks and talk to you soon,
Bridgett
Quantile Textbook Report
Geometry
Publisher CORD Communications
Copyright
ISBN
1578374332
ISBN13 9781578374335
Author
CORD
StateEdition
Grade
2009
Geometry
1 Discovering Geometry
1.1 Basic Geometric Figures
750Q
1.2 Measuring Line Segments
1200Q
1.3 Angles
1200Q
1.4 Constructions
1.5 Perpendicular and Parallel Lines
NMQ
1250Q
2 Reasoning and Proof
2.1 Patterns and Inductive Reasoning
910Q
2.2 Deductive Reasoning
1100Q
2.3 Converses, Inverses, and Contrapositives
1100Q
2.4 Valid Arguments
NMQ
2.5 Types of Proof
NMQ
2.6 Proof in Algebra and Geometry
NMQ
2.7 Proving Theorems about Angles
1200Q
2.8 Proving Lines Parallel and Perpendicular
1250Q
Thursday, April 22, 2010
Page 1 of 5
MetaMetrics, Quantile, Quantile Framework and the Quantile symbol are trademarks or U.S. registered trademarks of MetaMetrics, Inc.
The names of other companies and products mentioned herein may be the trademarks of their respective owners. © 2009 MetaMetrics,
Inc. All rights reserved. For more information, call 1-888-539-4537 or check on the Web at www.Quantiles.com.
Geometry
Publisher CORD Communications
Copyright
ISBN
ISBN13 9781578374335
1578374332
2009
3 Triangle Theorems
3.1 The Triangle Sum Theorem
1220Q
3.2 Inequalities in Geometry
1050Q
3.3 The Triangle Inequality Theorem
1050Q
3.4 Congruent Triangles
1190Q
3.5 Proving Triangles Congruent
1190Q
3.6 Using Congruent Triangles
1190Q
3.7 Isosceles and Right Triangle Theorems
1170Q
3.8 Altitudes, Medians, and Bisectors
1070Q
4 Similar Triangles
4.1 Ratio and Proportion
720Q
4.2 Similarity
1230Q
4.3 Proportions in Similar Triangles
1040Q
4.4 Indirect Measurement
1040Q
4.5 Proportions in Right Triangles
1210Q
5 Right Triangles
5.1 Squares and Square Roots
1180Q
5.2 The Pythagorean Theorem
1050Q
5.3 Special Right Triangles
1150Q
5.4 The Tangent Ratios
1220Q
5.5 Sine and Cosine Ratios
1220Q
5.6 Law of Sines and Law of Cosines
1300Q
Thursday, April 22, 2010
Page 2 of 5
MetaMetrics, Quantile, Quantile Framework and the Quantile symbol are trademarks or U.S. registered trademarks of MetaMetrics, Inc.
The names of other companies and products mentioned herein may be the trademarks of their respective owners. © 2009 MetaMetrics,
Inc. All rights reserved. For more information, call 1-888-539-4537 or check on the Web at www.Quantiles.com.
Geometry
Publisher CORD Communications
Copyright
ISBN
ISBN13 9781578374335
1578374332
2009
6 Polygons and Quadrilaterals
6.1 Polygons
1000Q
6.2 Angles of Polygons
1220Q
6.3 Properties of Quadrilaterals
1220Q
6.4 Properties of Parallelograms
1120Q
6.5 Special Parallelograms
1120Q
6.6 Properties of Trapezoids
1120Q
7 Coordinate Geometry
7.1 Distance on the Coordinate Plane
900Q
7.2 Vectors on the Coordinate Plane
1450Q
7.3 The Slope Formula
1140Q
7.4 Linear Equations
1200Q
7.5 Coordinate Proof
1240Q
7.6 Coordinates in Space
1400Q
8 Perimeter and Area
8.1 Rectangles and Squares
1040Q
8.2 Parallelograms and Triangles
1280Q
8.3 Trapezoids
1150Q
8.4 Regular Polygons
1280Q
8.5 Circles
1040Q
8.6 Areas of Similar Figures
1230Q
8.7 Geometric Probability
1230Q
Thursday, April 22, 2010
Page 3 of 5
MetaMetrics, Quantile, Quantile Framework and the Quantile symbol are trademarks or U.S. registered trademarks of MetaMetrics, Inc.
The names of other companies and products mentioned herein may be the trademarks of their respective owners. © 2009 MetaMetrics,
Inc. All rights reserved. For more information, call 1-888-539-4537 or check on the Web at www.Quantiles.com.
Geometry
Publisher CORD Communications
Copyright
ISBN
ISBN13 9781578374335
1578374332
2009
9 Circles
9.1 Equations in Circles
1200Q
9.2 Tangents
1250Q
9.3 Chords and Arcs
1150Q
9.4 Inscribed Angles
1140Q
9.5 Angles Formed by Tangents and Secants
1230Q
9.6 Loci
NMQ
10 Surface Area and Volume
10.1 Drawing Three-Dimensional Objects
10.2 Perspective Drawing
1000Q
NMQ
10.3 Surface Area of Prisms and Cylinders
1220Q
10.4 Volume of Prisms and Cylinders
1070Q
10.5 Surface Area of Pyramids and Cones
1220Q
10.6 Volume of Pyramids and Cones
1070Q
10.7 Spheres
1220Q
10.8 Volumes of Similar Solids
1230Q
10.9 Cross Sections
Thursday, April 22, 2010
880Q
Page 4 of 5
MetaMetrics, Quantile, Quantile Framework and the Quantile symbol are trademarks or U.S. registered trademarks of MetaMetrics, Inc.
The names of other companies and products mentioned herein may be the trademarks of their respective owners. © 2009 MetaMetrics,
Inc. All rights reserved. For more information, call 1-888-539-4537 or check on the Web at www.Quantiles.com.
Geometry
Publisher CORD Communications
Copyright
ISBN
ISBN13 9781578374335
1578374332
2009
11 Transformational Geometry
11.1 Reflections
680Q
11.2 Translations
680Q
11.3 Rotations
11.4 Compositions
11.5 Isometries and Coordinates
11.6 Tessellations
11.7 Dilations
Thursday, April 22, 2010
1070Q
680Q
1120Q
530Q
1120Q
Page 5 of 5
MetaMetrics, Quantile, Quantile Framework and the Quantile symbol are trademarks or U.S. registered trademarks of MetaMetrics, Inc.
The names of other companies and products mentioned herein may be the trademarks of their respective owners. © 2009 MetaMetrics,
Inc. All rights reserved. For more information, call 1-888-539-4537 or check on the Web at www.Quantiles.com.