BENCHMARK CODE BENCHMARK LOCATION IN TEXT LOCATION IN ...

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Description

Carnegie Learning Product: Geometry Florida Edition
Next Generation Sunshine State Standards - Geometry
BENCHMARK CODE
BENCHMARK
LOCATION IN TEXT
LOCATION IN SOFTWARE
Benchmark MA.912.D.6.2
Find the converse, inverse, and contrapositive of a statement.
Chapter 4: Lesson 1,3
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Bencmark MA.912.D.6.3
Determine whether two propositions are logically equivalent.
Chapter 4: Lesson 3
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Chapter 4: Lesson 4
Use methods of direct and indirect proff and determine whether
Chapter 6: Lesson 2,3
Benchmark MA.912.D.6.4
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a short proof is logically valid.
Chapter 8; Lesson 3-5
Chapter 9: Lesson 3-5
Chapter 5: Lesson 5,6
Find the lengths and midpoints of line segments in two-
Chapter 6: Lesson 6
Unit 18
Benchmark MA.912.G.1.1
dimensional coordinate systems.
Chapter 10: Lesson 7
Construct congruent segments and angles, angle bisectors, and
parallel and perpendicular lines using a straight edge and
Chapter 3: Lesson 5
Benchmark MA.912.G.1.2
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compass or a drwing program, explaining and justifying the
Chapter 6: Lesson 3-5, 7
process used.
Identify and use the relationships between special pairs of
Benchmark MA.912.G.1.3
Chapter 6: Lesson 1,2
Unit 19
angles formed by parallel lines and transversals.
Identify and describe convex, concave, regular, and irregular
Chapter 1: Lesson 5
Benchmark MA.912.G.2.1
Unit 22
polygons.
Chapter 10: Lesson 5
Determine the measures of interior and exterior angles of
Chapter 3: Lesson 3
Benchmark MA.912.G.2.2
Unit 13,15,23,24,25
polygons, ...

Sujets

• Linternaute.com
• Congruence (variété différentielle)
• Triangle
• Chapter 4
• Construction électrotechnique

Informations

• Publié par: Phawyeng
• Nombre de lectures: 145
• Langue: English

Extrait

Carnegie Learning Product: Geometry Florida Edition Next Generation Sunshine State Standards  Geometry

BENCHMARK CODE Benchmark MA.912.D.6.2

Bencmark MA.912.D.6.3

Benchmark MA.912.D.6.4

Benchmark MA.912.G.1.1

Benchmark MA.912.G.1.2

Benchmark MA.912.G.1.3

Benchmark MA.912.G.2.1

Benchmark MA.912.G.2.2

Benchmark MA.912.G.2.3

Benchmark MA.912.G.2.4

Benchmark MA.912.G.2.5

Benchmark MA.912.G.2.7

BENCHMARK Find the converse, inverse, and contrapositive of a statement.

LOCATION IN TEXT Chapter 4: Lesson 1,3

Determine whether two propositions are logically equivalent.Chapter 4: Lesson 3 Chapter 4: Lesson 4 Use methods of direct and indirect proff and determine whetherChapter 6: Lesson 2,3 a short proof is logically valid.Chapter 8; Lesson 35 Chapter 9: Lesson 35 Chapter 5: Lesson 5,6 Find the lengths and midpoints of line segments in two Chapter 6: Lesson 6 dimensional coordinate systems. Chapter 10: Lesson 7 Construct congruent segments and angles, angle bisectors, and parallel and perpendicular lines using a straight edge andChapter 3: Lesson 5 compass or a drwing program, explaining and justifying theChapter 6: Lesson 35, 7 process used.

Identify and use the relationships between special pairs of angles formed by parallel lines and transversals.

Chapter 6: Lesson 1,2

Identify and describe convex, concave, regular, and irregularChapter 1: Lesson 5 polygons. Chapter10: Lesson 5 Determine the measures of interior and exterior angles ofChapter 3: Lesson 3 polygons, justifying the method used.Chapter 10: Lesson 56 Use properties of congruent and similar polygons to solveChapter 8: Lesson 2,4 mathematical or realworld problems.Chapter 9: Lesson 15 Apply transformations (translations, reflections, rotations, dilations, and scale factors) to polygons to determine congruence, similarity, and symmetry. Know that images Chapter 7: Lesson 15 formed by translations, relfections, and rotations are congruentChapter 8: Lesson 2 to the originial shape. Create and verify tessellations of the plane using polygons. Explain the derivation and apply formulas for perimeter and Chapter 1: Lesson 17 area of polygons (triangles, quadrilaterals, pentagons, etc.) Determine how changes in dimensions affect the perimeter and Chapter 8: Lesson 7 area of common geometric figures.

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LOCATION IN SOFTWARE  

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Unit 18

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Unit 19

Unit 22

Unit 13,15,23,24,25

Unit 21

Unit 20

Unit 14,6,7

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Carnegie Learning Product: Geometry Florida Edition Next Generation Sunshine State Standards  Geometry

BENCHMARK CODEBENCHMARK LOCATIONIN TEXT Describe, classify, and compare relationships among Benchmark MA.912.G.3.1 quadrilaterals including the square, rectangle, rhombus,Chapter 10: Lesson 14 parallelogram, trapezoid, and kite. Compare and contrast special quadrilaterals on the basis of Benchmark MA.912.G.3.2 Chapter 10: Lesson 14 their properties. Use coordinate geometry to prove properties of congruent, Benchmark MA.912.G.3.3 Chapter 10: Lesson 7 regular, and similar quadrilaterals. Benchmark MA.912.G.3.4 Chapter 10: Lesson 24Prove therems involving quadrilaterals. Classify, construct, and describe triangles that are right, acute,Chapter 3: Lesson 4 Benchmark MA.912.G.4.1 obtuse, scalene, isosceles, equilateral, and equiangular.Chapter 5: Lesson 5 Define, identify, and construct altitudes, medians, angleChapter 5: Lesson 5 Benchmark MA.912.G.4.2 bisectors, perpendicular bisectors, orthocenter, centroid,Chapter 6: Lesson 7,8 incenter, and circumcenter.Chapter 8: Lesson 4 Benchmark MA.912.G.4.3 Construct triangles congruent to given triangles.Chapter 3: Lesson 5 Use properties of congruent and similar triangles to solveChapter 8: Lesson 3,5,7 Benchmark MA.912.G.4.4 problems involving lengths and areas.Chapter 9: Lesson 35 Chapter 6: Lesson 6 Benchmark MA.912.G.4.5 Apply theorems involving segments divided proportionally. Chapter 8: Lesson 2 Prove that triangles are congruent or similar and use the Benchamark MA.912.G.4.6 Chapter 8: Lesson 2,3,5 concept of corresponding parts of congruent triangles. Apply the inequality theorems: triangle inequality, inequality in Benchmark MA.912.G.4.7 Chapter 3: Lesson 6 one triangle, and the Hinge Theorem. Use coordinate geometry to prove properties of congruent,Chapter 7: Lesson 4 Benchmark MA.912.G.4.8 regular, and similar triangles.Chapter 9: Lesson 4 Benchmark MA.912.G.5.1 Prove and apply the Pythagorean Theorem and its converse.Chapter 5: Lesson 2 State and apply the relationships that exist when the altitude is Benchmark MA.912.G.5.2 Chapter 8: Lesson 4 drawn to the hyptenuse of a right triangle. Use special right triangles (30°60°90° and 45°45°90°) to Benchmark MA.912.G.5.3 Chapter 5: Lesson 3,4 solve problems. Chapter 5: Lesson 24 Benchmark MA.912.G.5.4 Solve realworld problems involving right triangles. Chapter 8: Lesson 5 Define and identify: circumference, radius, diameter, arc, arc Benchmark MA.912.G.6.2 Chapter 11: Lesson 16 len th,chord, secant, tanent and concentric circles.

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LOCATION IN SOFTWARE Unit 22

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  Unit 14

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 Unit 21    

Unit 16  Unit 17

Unit 1617 

Carnegie Learning Product: Geometry Florida Edition Next Generation Sunshine State Standards  Geometry

BENCHMARK CODE

Benchmark MA.912.G.6.4

Benchmark MA.912.G.6.5

Benchmark MA.912.G.6.6

Benchmark MA.912.G.6.7

Benchmark MA.912.G.7.1

Benchmark MA.912.G.7.2

BENCHMARK LOCATIONIN TEXT Determine and use measures of arcs and related anglesChapter 11: Lesson 13 (central, inscribed, and intersections of secants and tangents).Chapter 13: Lesson 1 Solve realworld problems using measures of circumference,Chapter 1: Lesson 6 arc length, and areas of circles and sectors.Chapter 11: Lesson 67 Given the center and the radius, find the equation of a circle in the coordinate plane or given the equation of a circle in centerChapter 11: Lesson 8 radius form, state the center and the radius of the circle. Given the equation of a circle in centerradius form or given the Chapter 11: Lesson 8 center and the radius of a circle, sketch the graph of the circle.

Describe and make regular, nonregular, and oblique polyhedra and sketch the net for a given polyhedron and vice versa.

Describe the relationships between the faces, edges, and vertices of polyhedra.

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Chapter 13: Lesson 2

Chapter 2: Lesson 2 Chapter 13: Lesson 4

LOCATION IN SOFTWARE Unit 2628

Unit 5,27

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