HIGH SCHOOL MATHEMATICS
CURRICULUM GUIDE
June 2011
Intensive Mathematics for Geometry
Course 1200400G
Who Takes Intensive Math in 2011 - 2012 (This is not an exclusive list)
th
10 grader who was passing Algebra 1 until
the State EOC
9th Grader level 1 or 2
10th grader who failed Algebra 1 as a 9th
grader
10th grader who passed Algebra 1
Level 1 or 2
Recommendations for curriculum:
Semester 1
Intensive A
+ Geometry
Intensive A
+ Algebra 1
Intensive A +
Algebra 1
Intensive G
+ Geometry
Semester 2
Intensive G (If EOC was passed at end of 1st
semester; otherwise repeat Intensive A)
+ Geometry
Intensive A
+ Algebra 1
Intensive A or G
+ Algebra 1 (Could theoretically stop Algebra 1
if EOC is passed at end of first semester)
Intensive G
+ Geometry
Students should first complete the pre-test in Data Warehouse. The test number is 12486. The test contains three items per standard
benchmark in order to assess mastery of each. Teachers may administer the entire test at one time, or break it into more manageable pieces to
be tested at different times throughout the course. Question item numbers for each benchmark in the pre-test are listed in the table below. A
benchmark mastery record should be kept on file for each student. Instruction needs to be differentiated for individual students depending on
the level of mastery of each benchmark. Two out of three test items answered correctly show mastery on the pre-test, or 80% in subsequent
testing (5 questions recommended).
The adopted materials for this course are the Buckle Down Florida High School Geometry workbook and the ETA Cuisenaire Geometry resources.
Online resources include www.mangahigh.com and www.studyisland.com , which provide an alternative to paper and pencil practice for
students. The manipulative resources from ETA Cuisenaire can help students connect ideas and gain a deeper understanding of the
mathematical concepts. They are appropriate for whole or small group instruction.
It is appropriate in this course to spend class time completing assignments and reinforcing concepts of the students’ regular mathematics
course.
Key Concept
Benchmark
Buckle Down
Study Island Topics
Conditional Statements
MA.912.D.6.2
3-9 pp.206-209
2.A. Mathematical Logic
Logically equivalent statements
Direct and indirect proofs
MA.912.D.6.3
MA.912.D.6.4
2,A. Mathematical Logic
Embedded
Lengths and midpoints
MA.912.G.1.1
3-9 pp.201-209
3-9 pp.204-205
3-9 pp.210-215
3-11 pp.231-233
1-7 pp.135-145
Angle relationships, parallel lines, transversals
MA.912.G.1.3
1-1 pp. 8-12
2-8 pp.166-167
3.B. Parallel Lines and
Transversals
Convex, concave, regular, and irregular polygons
MA.912.G.2.1
1-2 pp.24-25
3.C. Polygons
Interior and exterior angles
MA.912.G.2.2
1-2 pp.26-28
3.C. Polygons
Congruent and similar polygons
MA.912.G.2.3
1-2 pp. 42-45
Transformations
MA.912.G.2.4
1-2 pp.46-47
1-7 pp. 151-156
Perimeter and area
MA.912.G.2.5
1-2 pp. 33-39
3.D. Congruence, Similarity &
Symmetry
3.D. Congruence, Similarity &
Symmetry
3.E. Object Transformations
3.C. Polygons
Changing measurement parameters in 2-D
figures
MA.912.G.2.7
1-2 pp.40-41
3.P. Change in Dimensions
3.A. Midpoint &Length of Line
Segments
DW Pretest items
16354,
16382,
16454
1149,
2238,
14370
16359,
16461,
19722
1842,
34027,
34034
1144,
7230, 5600
693, 1837,
2038
682,
14411,
33557
1768,
20437,
33732
35194,
146183,
11207
Quadrilaterals
MA.912.G.3.1
1-2 pp.29-32
3.F. Quadrilaterals
Properties of quadrilaterals
MA.912.G.3.2
1-2 pp. 29-32
3.F. Quadrilaterals
Coordinate geometry
MA.912.G.3.3
1-7 pp. 146-156
3.G. Coordinate Geometry
Prove theorems involving quadrilaterals
MA.912.G.3.4
3-11 pp.234-237
3.F. Quadrilaterals
Classify triangles
MA.912.G.4.1
1-3 pp.53-54
1-3 pp. 74-76
3.H. Triangles
Altitude, median, angle bisectors
MA.912.G.4.2
1-3 pp. 71-72
3.H. Triangles
Application of similar and congruent triangles
MA.912.G.4.4
1-3 pp.59-66
3.I. Triangle Congruence &
Similarity
Segments divided proportionally on a triangle
MA.912.G.4.5
1-3 p. 73
3.I. Triangle Congruence &
Similarity
Prove congruency and similarity of triangles,
CPCTC
Inequality theorems of triangles
MA.912.G.4.6
MA.912.G.4.7
1-3 pp.59-69
1-4 pp. 86-87
1-3 pp.55-58
3.I. Triangle Congruence &
Similarity
3.J. Triangle Inequality
Pythagorean Theorem
MA.912.G.5.1
1-5 pp. 82-85
3.K. Pythagorean Theorem &
Right Triangles
Altitude to the hypotenuse
MA.912.G.5.2
1-4 pp.91-93
Special right triangles
MA.912.G.5.3
1-5 pp.88-90
3.K. Pythagorean Theorem &
Right Triangles
3.K. Pythagorean Theorem &
Right Triangles
Applications of right triangle real world problems MA.912.G.5.4
1-5 pp. 82-85
3.K. Pythagorean Theorem &
1146,
2218, 7874
7864,
7309, 7284
80092,
33497,
33509
33496,
7871
1140,
88675,
92664
7833,
96065,
7244
7222,
146213,
138200
8001,
33367,
35259
7187,
7191, 1778
1143,
2169, 2171
1105,
80115,
14364
1193,
1194, 1174
7364,
33421,
133369
14334,
Right Triangles
Define parts of a circle
MA.912.G.6.2
Measures of arcs and angles
MA.912.G.6.4
Real world problems involving cirlces
1-2 pp.33-35,
1-6 pp.112-113
1-6 pp.127-129
1-6 pp.114-119
1-6 pp.122-126
3.L. Circles
MA.912.G.6.5
1-6 pp.120-121
1-6 pp.127-129
3.L. Circles
Equation of circles when given center and radius
MA.912.G.6.6
1-7 pp.157-160
3.M. Equations of CIrcles
Center and radius when given equation
Polyhedral
MA.912.G.6.7
MA.912.G.7.1
1-7 pp.157-160
2-8 pp.168-174
3.M. Equations of CIrcles
3.N. Properties of 3Dimensional Objects
Faces, edges, and verticies
MA.912.G.7.2
2-8 pp.168-172
Spheres
MA.912.G.7.4
2-8 pp.175-176
3.N. Properties of 3Dimensional Objects
3.N. Properties of 3Dimensional Objects
Lateral area, surface area, volume
MA.912.G.7.5
2-8 pp.177-184
3.O. Lateral Area, Surface Area,
& Volume
Congruency and similarity of 3-D solids
MA.912.G.7.6
2-8 pp.185-187
3.N. Properties of 3Dimensional Objects
Changing measurement parameters in 3-D
figures
MA.912.G.7.7
2-8 pp.188-194
3.P. Change in Dimensions
Conjectures about geometric ideas
MA.912.G.8.4
3-10 pp.221-223
3-11 pp.231-233
3.Q. Geometric Conjectures
3.L. Circles
14337,
35219
14369,
133342,
133390
1200,
19968,
1218
145933,
16484,
1869
80256,
80232,
133353
133351,
33790,
1803,
33791
16448,
82532
33831,
33832,
33833
14365,
18987,
34051
18995,
34071,
34076
2251,
20059,
35314
33091,
33097,
Geometric proofs
MA.912.G.8.5
3-9 pp.210-215
3-11 pp.231-233
Triangle trigonometry
MA.912.T.2.1
1-5 pp.97-108
3.F. Quadrilaterals
3.I. Triangles Congruence &
Simliarity
4.A. Right Triangle
Trigonometry
Refer to the Florida Geometry EOC Toolkit Correlation packet for use of supplemental materials
Additional Online Resources:
https://www.pearsonsuccessnet.com/ Textbook site to use for optional resources.
http://www.mimioconnect.com
http://www.regentsprep.org
Multiple lessons on various topics including printable materials self tests
http://www.math.com Multiple lessons on various topics including self tests
http://www.quia.com/shared/math/ Multiple activities to improve competency
http://www.mangahigh.com
http://www.studyisland.com
33093
16372,
16370,
16361
1187,
2256, 7442