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Geometry Index

TITLEVol.Issue#Datepg#
1, 2, 3, 4, Ominoe14.4June 199034-35
3-D Model PuzzleSpec Ed199842
A Balancing Act18.4June 199440–41
A Cone Activity for Many Grade Levels22.2Dec 199746–47
A Day in the Life of K and J15.3Mar 199119
A Day in the Life of K and J15.4June 199124-25
A Different AngleSpec Ed199211-13
A Discrete Interface with Geometry21.1Sept 199648-49, 50-51
A Four-Step Process for Meeting the Needs of All Students in the Geometry Classroom16.2Dec 199125-27
A Geometry Lesson for English Language Learners (ELL): An Adaptation of a Brazilian Mathematics Lesson29.4June 200530–32
A Geometry Problem Solved Algebraically13.4June 198930-31
A Golden Cross of St. AndresSpec Ed200258–60
A Hexagonal Truffle BoxSpec Ed200357–60
A Historical Theorem About Six Circles14.4June 199021
A Present: A Song about Geometric Shapes21.2Dec 199635-36
A Student’s Alternative Construction of an Altitude16.3Mar 199226
A Surprising Difference21.2Dec 199625
A Visual Approach to Continued Fractions31.4June 200732–34
ABCs of Geometry24.1Sept 199941
Algebraic Proof26.2Dec 200157–58
Alternative Proof of the Right Triangle Inscribed in a CircleSpec Ed2007–0836–40
American Indian Recurring Geometric Patterns14.1Sept 198919-21
An Activity Using the Tangram Magician17.4June 199350
An Area InvestigationSpec Ed200261–63
An Easier Algorithm for Solving Pythagorean Theorem Problems13.3Mar 198934-35
An Exploration in Three Strands: Algebra, Geometry, and Number SenseSpec Ed200139–40, 43–44
An Intuitive Approach to Regular Polygons and Circles28.3Mar 200439
An Origami Puzzle21.2Dec 199655
An Origami-Fold BookSpec Ed199227-29
Anamorphic Alphabet ArtSpec Ed199724–25, 26
Angles in Regular Polygons15.2Dec 199043-44
Angles On TimeSpec Ed2007–0828
Ant Corrals27.3Mar 200352
Architect/Builder: Team Work!16.3Mar 199254
Arcs on a Sphere19.1Sept 199439-40
Area Application23.4June 199955–56
Area in a Coordinate Plane23.3Mar 199957–58
Around the World with Trigonometry32.2Dec 200756–58
Art, Geometry, and the Perfect Shape27.1Sept 200236–38
Baggie BooksSpec Ed199226
Bakuba!Spec Ed199843–45
Betsy Ross StarSpec Ed2007–0847–48
Beyond Pentominoes: Exploring Shapes with Equilateral TrianglesSpec Ed199247-48
Block City: A Poem for BuildersSpec Ed199232-33
Brochure PuzzleSpec Ed200044–45
Build Your Own Tangent Table17.1Sept 199241-42
Building Blocks for LearningSpec Ed199710–11
Building Quadrilaterals14.4June 199049, 52
Building Rectangles: An Algebra Tile GameSpec Ed200151–52, 53–54
Calculator Line Designs25.2Dec 200051, 53
Can You Find Someone Who…Spec Ed199426, 28-29
Celebrate Pi Day32.3Mar 200849–50, 52–53
Circle Books, the Unfolding StorySpec Ed199950
Circle ReviewSpec Ed200457, 58
Circles, Ellipses, Polygons, and Stars21.4June 199754-55
Classification of Triangles21.2Dec 199650, 51-52
Classifying Quadrilaterals21.2Dec 199645, 46-47
Clock Angles16.3Mar 199238, 42
CMC Student Problem Solving Activities: A Square Number28.2Dec 200358
CMC Student Problem Solving Activities: Artistic Symmetry27.1Sept 200254
CMC Student Problem Solving Activities: Colored Cubes21.2Dec 199659
CMC Student Problem Solving Activities: Colored Platonics21.2Dec 199659-60
CMC Student Problem Solving Activities: Cutting Cake27.4June 200357
CMC Student Problem Solving Activities: Cutting Cake28.1Sept 200357
CMC Student Problem Solving Activities: Figure This19.3Mar 199554-55
CMC Student Problem Solving Activities: Fill It Up19.4June 199556, 59
CMC Student Problem Solving Activities: Flat Stanley19.1Sept 199454
CMC Student Problem Solving Activities: Holiday Decorations22.2Dec 199759
CMC Student Problem Solving Activities: How Long is the Crease?23.4June 199958
CMC Student Problem Solving Activities: Magic Blank Rectangle29.4June 200557
CMC Student Problem Solving Activities: Magic Blank Rectangle29.4June 200558
CMC Student Problem Solving Activities: Optical Illusions26.1Sept 200154
CMC Student Problem Solving Activities: Parametric Art21.4June 199758
CMC Student Problem Solving Activities: Playground Geometry28.3Mar 200459
CMC Student Problem Solving Activities: Seeing Math in Art27.1Sept 200254–55
CMC Student Problem Solving Activities: Shape Pictures28.3Mar 200459
CMC Student Problem Solving Activities: Shape Scavenger Hunt26.1Sept 200153
CMC Student Problem Solving Activities: Shape Symmetry17.3Mar 199358
CMC Student Problem Solving Activities: Square Triangles, Part 121.2Dec 199658
CMC Student Problem Solving Activities: Square Triangles, Part 221.2Dec 199658-59
CMC Student Problem Solving Activities: Squares and Circles22.4June 199857–58
CMC Student Problem Solving Activities: Tessellation Investigation24.1Sept 199954
CMC Student Problem Solving Activities: The Ladder Problem28.2Dec 200358
CMC Student Problem Solving Activities: Tiling a Rectangle29.2Dec 200457
CMC Student Problem Solving Activities: Triangular Phone Numbers17.3Mar 199358
CMC Student Problem Solving Activities: Twos, Fours, and Eights19.2Dec 199458, 60
CMC Student Problem-Solving Activities: Polygon Pattern31.3Mar 200760
CMC Student Problem-Solving Activities: Right Triangle Puzzle31.1Sept 200654
CMC Student Problem-Solving Activities: Triangle in a Square32.3Mar 200859
Comparing Areas15.3Mar 199138, 40
Congruent TrianglesSpec Ed2007–0849–51
Connecting Geometry and Algebra through GraphingSpec Ed199737–40
Connecting Geometry and Factoring19.1Sept 199440-41
Connecting Statistics and GeometrySpec Ed199322, 24-25
Cooperative Symmetry14.4June 199053
Corner Pyramids28.3Mar 200457–58
Corners—Looking for Right Angles15.3Mar 199121
Correction: “Geometry Bingo” Activity30.4June 200657–58
Correction to Special Edition 200430.1Sept 200523
Covering Algebra and Geometry with a Class QuiltSpec Ed20023–5, 8
Crazy AreasSpec Ed2006–0759–61, 62
Creating a Right AngleSpec Ed2007–0832–33
Creating Equilateral TrianglesSpec Ed200361–62
Crisis at the Candy Factory25.3Mar 200152–53, 55
Crossing the Strands with Patterns20.2Dec 199548-49
Cube Nets11.3Dec 198615
Cube Patterns14.4June 199023
Cube Patterns and FunctionsSpec Ed199130-31, 32
Cut a RectangleSpec Ed199146
Describe What You See19.1Sept 199451-52
Design a Flashlight Reflector13.3Mar 198926
Design Ideas Using the Golden Ratio16.2Dec 199155, 57
Design Your Own Spaceship!Spec Ed199214-15
Designing a Raceway27.3Mar 200355–57
Designing the Bedroom of Your Dreams26.4June 200245–50
Designs Based on Nested Squares17.1Sept 199244-45
Developing and Understanding Mathematical Language32.1Sept 200748–49
Developing Geometric Ideas and Spatial Awareness Using Power Blocks19.1Sept 199436-37
Diagonals of a Rectangle12.2Dec 198730
Dilations22.4June 199850–51
Do Solutions Always Exist in Geometry? Ask Dynamic Geometry Software26.1Sept 200149–52
Double the Bubble Learning: Geometry through Science21.2Dec 199641-44
Dowel DesignsSpec Ed199332-33
Draw a Segment: A Geometry and Logic Game13.1Sept 198827
Drawing Board Geometry24.3Mar 200042–43
Drawing Conics: A New Approach Based on an Old Idea16.3Mar 199243-47
Drawing with da Vinci15.4June 199139
Eight Paper-Folding Steps to the Pythagorean Theorem28.3Mar 200451–52, 55–56
Ellipses You Can Make in a Restaurant29.2Dec 200451–55
Enrichment Constructions for GeometrySpec Ed2007–0855–56
Estimating, Approximating, and Finding Exact Lengths in Special Right Triangles15.3Mar 199153-55
Exploring Angles within TrianglesSpec Ed199447-48
Exploring Area and Perimeter with TangramsSpec Ed2007–0852–54
Exploring Blocks: Only in Kindergarten?16.3Mar 199224-25
Exploring CirclesSpec Ed200243
Exploring Functions and Limits with a Calculator15.2Dec 199037-39
Exploring Polygons with The Greedy Triangle26.1Sept 200143–44, 45–46
Exploring "Proofs in the Making"14.4June 199018-19
Exploring SpirolateralsSpec Ed199937, 38–39
Figurate Numbers and Informal Proofs20.4June 199648, 50-52
Fill Your Baggie QuiltSpec Ed20025–7
Filling a Circle with Polygons16.2Dec 199144-45
Finding Special Lines of a Triangle in Multiple Ways24.2Dec 199947
Finding the Area of a TriangleSpec Ed200455–56
Finger Math23.3Mar 199940–41
Flat Stanley: Working with Two and Three Dimensions19.1Sept 199442-43
Flatland: A Geometry Project26.1Sept 200139-40
Flatland: A Geometry Project26.2Dec 200136–37
Flatland: A Geometry Project26.3Mar 200234–35
FLATLAND: The Movie31.3Mar 200760
Flies and Functions: Geometry and Algebra with the Cartesian Coordinate SystemSpec Ed200233–37
Floor Tile TessellationsSpec Ed199954–55
Fold and Cut Problem Solving in SymmetrySpec Ed199518, 21
Folded Circle ShapesSpec Ed199443
Folded Gift BoxesSpec Ed199229-30
Folding a CuboctahedronSpec Ed200245–47
Folding an Origami StarSpec Ed199833, 35
Follow the Directions28.3Mar 200450
Four in a Row13.1Sept 198824-25
Fractions, Decimals, and Percents in Pointillism Art27.1Sept 200244–47
Fresh Air GeometrySpec Ed199417
From Puzzle to ProofSpec Ed199955–58
Generalizing the Painted Cube Problem Using AlgebraSpec Ed200056–57
Geo-GrapherSpec Ed199441-42
Geoboard ChallengesSpec Ed2007–0829–31
Geoboards, Fence Posts, and Trees14.4June 199049-51
Geometric Optics16.4June 199252-54
Geometric QuiltsSpec Ed200452
Geometric Shape Collages32.4June 200843
Geometric Square DanceSpec Ed200212–13
Geometric Stained Glass15.3Mar 199132, 34-35
Geometric TransformationsSpec Ed198932-33
Geometry 199014.4June 199019-20
Geometry Art Exploration18.1Sept 199354
Geometry BINGO30.3Mar 200654–57
Geometry BINGO32.2Dec 200752–55
Geometry Concentration28.3Mar 200451, 53–54
Geometry Concentration30.1Sept 200551–52
Geometry Group Project: Researching a MathematicianSpec Ed199836, 39
Geometry in an EnvelopeSpec Ed199221
Geometry Lays an Egg24.3Mar 200052
Geometry Mathematics TrailsSpec Ed200054–55
Geometry Project: Creating a PuzzleSpec Ed199840, 41
Geometry Quiz11.3Dec 198617
Geometry Shape Activity16.3Mar 199248
Geometry Shape Notebook28.3Mar 200440–42
GeopardySpec Ed199339-41
Getting into Pyramids22.3Mar 199856–58
Gliding Ghost ProblemSpec Ed200262
Grandfather Tang’s Story: A Tale Told with Tangrams16.3Mar 199236-38, 39-41
Group Topology: A Knotty Problem12.2Dec 198729
Gulliver’s Crazy QuiltSpec Ed199237-38
Hands-on FormulasSpec Ed200244
Hard Hat MathSpec Ed199816–19
Heart ConstructionSpec Ed200051–52
Hexagonal Quilt18.1Sept 199351, 53
HexominoesSpec Ed198831
HexominoesSpec Ed198942, 44-45
Hidden Squares PuzzlesSpec Ed198836-38
Holiday Puzzles21.2Dec 199631-33
How Big Is a Radian?Spec Ed200060, 62
How BIG Is That Angle?Spec Ed199930–31
How to Use Origami in the Mathematics Class22.2Dec 199741–42
I Have…Who Has…? For Geometry Vocabulary19.1Sept 199446-47
If You Look Around, …You Will Recognize Geometric Shapes19.1Sept 199450
Interlocking HeartsSpec Ed199444
Internet Resources25.1Sept 200019
Investigating Kernels vs. PopcornSpec Ed199753–54
Investigating Paper AirplanesSpec Ed19918
Investigating Surface Area and Volume Using a "Box" of Rolled Oats22.4June 199842–43
J and K: Brahma—Who?29.2Dec 200444–45
J and K: Looking for Mean Proportionals (Part 2)25.2Dec 200042–43
J and K: Looking for Mean Proportionals (Part 3)25.4June 200139–41
J and K: More Stars in Their Eyes28.2Dec 200337–38
J and K: Plop Goes the Polygon29.1Sept 200446–47
J and K: Polygonal Areas? A Snap (Part 1 of 4)22.4June 199839–41
J and K: Stars in Their Eyes21.1Sept 199630-32
J and K: What a View28.4June 200438–39
J and K: Why Are Manhole Covers Round?24.1Sept 199938–39
Jumbo Spinning Top24.4June 200056–57
Jump Down: A Song about ShapesSpec Ed200214
K–12 Activities with a Folded Paper BoxSpec Ed19994–5
Leo’s Lines13.2Dec 198836, 39
Let’s Construct Our Neighborhood28.3Mar 200443–45
Letter to the Editor28.4June 200413
Lines of Symmetry NametagsSpec Ed200429
Lon Po Po MathematicsSpec Ed200025–26
Looking for Patterns in Embedded SquaresSpec Ed200140–42, 45
Make a Hexa-FlexagonSpec Ed199048, Bk Cov
Make a Triangle10.4Dec 198510
Math Alphabet ChallengeSpec Ed199724
Math and ArtSpec Ed199048
Math in Motion: Origami in the ClassroomSpec Ed199518–20, 22
Mathematical Paper Folding Explorations Based on 30° and 60° AnglesSpec Ed200441–42, 45–46
Mathematics in the Garden: Exploring Areas of LeavesSpec Ed200412–14
Mathematizing California18.1Sept 199350, 52
Maximum and Minimum Investigations with 3X5 Cards14.4June 199041, 43
Maze Making on Grid Paper14.4June 199048
MCTM Bulletin Problem PageSpec Ed200354, 56
Measurement with Geoboards27.4June 200352–53
Measurement/Fraction/Artwork Project21.2Dec 199654
Measuring PiSpec Ed200435
Metric Spiral18.2Dec 199343
Michael's Milk Carton Boats21.2Dec 199638-40
Midpoint Polygons28.3Mar 200435–37
Milk Carton Blocks: A Free ManipulativeSpec Ed199717–20
Mirror Magic14.4June 199037
Mirror Symmetry16.3Mar 199253
Modular Math + Matrix = Art13.3Mar 198939-41
Monte Carlo Methods with a Spreadsheet27.3Mar 200341–44
Motivating Mathematics15.4June 199142-43
My Best Shot26.1Sept 200140
My Cat Likes to Hide in BoxesSpec Ed199030
Native American MasksSpec Ed19905
Nature’s Geometry16.4June 199248-49
Nonroutine Problems in Geometry21.4June 199741-42
Nugget Exchange19.4June 199535
Nugget Exchange: Geometry Collage23.1Sept 199851
Nugget Exchange: Geometry Meets Reality19.2Dec 199441
Nugget Exchange: Geometry Project23.2Dec 199842
Nugget Exchange: Gumdrop Geodomes24.3Mar 200052
Nugget Exchange: Portable Protractors21.2Dec 199623
Nugget Exchange: Three-Dimensional LEGO Models26.3Mar 200239
Number Sense through Olympiad Problems32.4June 200852, 53–54
Oblong Number InvestigationSpec Ed200453–54
Octagon Star Activity17.2Dec 199249
Origami for the Occidental Educator12.2Dec 198732-33
Orthogonal and Isometric Drawing14.4June 199040-41
Over the Edge—A Challenge!Spec Ed199725
Paper Cup MathematicsSpec Ed200248–51
Paper Folding a CubeSpec Ed199440-41
Paper Plate IcosahedronSpec Ed199840
Parallel, Intersecting Lines14.4June 199044, 46-47
Partitioning PolygonsSpec Ed199721–23
Pascal’s Pyramid and Models of Binomial Expansions, Part 224.1Sept 199950
Pattern Block Art Gallery13.3Mar 198944
Pattern Block Assessment22.2Dec 199754–55
Pattern Block Pizza Place16.3Mar 199248-49, 50-52
Pattern Block PuzzlesSpec Ed200410–11
Pattern Block Recipes14.1Sept 198938-39
Patterning with ElmerSpec Ed2007–086–8
Pentagon Construction14.4June 199028
Pentagon LanternSpec Ed200328–29, 31
Pentomino Blocks14.4June 199022-23
Pentomino ChallengesSpec Ed199727–28
Pentomino PuzzlesSpec Ed2006–0751–52, 55–56
Pepperoni Pizza Packing PuzzleSpec Ed199937
Perimeter Patterns with Pattern BlocksSpec Ed200238–40
Perspective Constructions27.2Dec 200257–58
Perspective DrawingSpec Ed199019
Photo-ometry18.1Sept 199348–49
Physical Mathematics: Integrating Mathematics and Physical EducationSpec Ed199234-35
Pick on a Triangular Geoboard: An Investigation for Middle School StudentsSpec Ed199220-21, 22-24
Pipe PuzzleSpec Ed199445-46
Pizza Pi15.4June 199132
PizzanometrySpec Ed199547–48
Polar "Pseudo" Points21.2Dec 199627
Polygon Assessment Using Pattern Blocks19.2Dec 199449
Polygon PatternsSpec Ed199728–30
Polygons and Line Segments32.3Mar 200845–46, 47–48
Polyhedron11.3Dec 198618-19
Polyiamonds, Cousins to Pentominoes?26.1Sept 200141–42
Pop-up PyramidSpec Ed199836, 37–38
Problem Solving with Pattern Blocks28.3Mar 200448–49
Project/Investigation: Mini Golf CourseSpec Ed199735–36
Proofs in Geometry16.3Mar 19924-5
Properties of Shapes24.1Sept 199948–50
Proportional Quilts28.1Sept 200349–52
Proportional Reasoning in GeometrySpec Ed199829, 31–32
Pyramids and the PSATSpec Ed200256–57
Quadrilateral TilesSpec Ed199951–53
Quadrilaterals from Diagonals14.4June 199044-45
Quilt Block MathematicsSpec Ed200336–39
Quilt MathSpec Ed199029
Quilting and Math: Perfect TogetherSpec Ed200035–36, 39
Quilting Bees: Design a Quilt!Spec Ed199128-29
Random Rectangles17.4June 199342-43
Ratio of Areas Investigation: Inscribed PolygonsSpec Ed200461–62
Reading, Writing, and Reasoning: Thoughts about GSE Geometry20.2Dec 199526
Recognizing Road Sign AttributesSpec Ed20035–7, 8
Reflections of Seventh GradeSpec Ed2007–0833–35
Regular Hexagon Puzzle22.4June 199849
Relating Angles and Triangles12.2Dec 198723
Revisiting Geometry in an Envelope30.2Dec 200555–56
Seeing Symmetry13.1Sept 198818
Shape Puzzles14.4June 199041-42
Shape Up, In and Around22.1Sept 199745
Shapes and Patterns28.3Mar 200446–47
Shaping Up!18.3Mar 199444
Shifting Shapes14.4June 199039
Sierpinski’s PyramidsSpec Ed2007–0857–61
Silent Cooperation12.3Mar 198815-17
Silent Geometry14.4June 199031-33
Soma Cube PuzzlesSpec Ed199962–63
Some Thoughts on Finding the Area of a Triangle18.3Mar 199423
Somebody's Taking My Shapes Away21.3Mar 199747-48
Spatial Visualization—Some Background Information19.1Sept 199425
Spatial Visualization: Who Needs It?23.4June 199945
Spider Angles21.1Sept 199640-41
Sprouting Stained GlassSpec Ed199523
Square and Triangle Books13.1Sept 198820-22
Squares from RectanglesSpec Ed199846–47, 49–50
Stake Out21.2Dec 199650, 53
Star Trek: The Lost Crew—A Construction ProjectSpec Ed200353–54, 55
Straight from the Geometry CanSpec Ed19936–7
Student Work: The Square: Rhombus for Some, Reality for Others12.3Mar 198813
Students’ Strategies for Finding the Area of Trapezoids28.3Mar 200432–34
Symmetrical Stained GlassSpec Ed199524
Taking Mathematics Out of the Shadows30.4June 200629–33
Tangram EquationsSpec Ed200135–38
Tangram Ratios26.1Sept 200147–49
Tangrams20.2Dec 199547
Tangrams: It’s More Than an Ancient Puzzle12.2Dec 198720-22
Teaching Conceptual Abstractions at a Concrete Level19.1Sept 199429
Teaching Spatial Visualization to Children and Adults14.1Sept 198922-24
Tessellating T-Shirts14.4June 199026-27
Tessellating Trees14.2Dec 198922-23
Tessellation Pop-Up BookSpec Ed199961–62
Tetrahedral KitesSpec Ed2007–0844–46
The Beauty of GeometrySpec Ed200217–20
The Box Problem and the TI 82 CalculatorSpec Ed199833, 34
The Chaos GameSpec Ed200252–53
The Complete Unit CircleSpec Ed2007–0862–64
The Distance from a Point to a Line21.1Sept 199649, 52-53
The Ellipse and Its Focal Points21.2Dec 199630-31
The Golden Triangle11.3Dec 198616
The "Hole" Thing10.4Dec 19858
The Largest VolumeSpec Ed198843-44
The Living Circle31.2Dec 200650–51
The Magic Book30.2Dec 200546–47, 50
The Math-Art Connection16.2Dec 199136-37
The Robot Project21.2Dec 199649
The Shape Debate13.2Dec 198830-32
The Texas Problem21.3Mar 199754
The Tonini Technique17.1Sept 199221
The Wolf’s Chicken Stew: Explorations of 100Spec Ed19928-10
Three Dimensional ModelSpec Ed200059–60, 61
Three SquareSpec Ed199447, Bk Cov
TI-83 Animation Programs25.2Dec 200054–56
Tiling Pattern Possibilities: A Geometric Classroom Activity24.4June 200042
Time for Clock Making23.2Dec 199854
To See or Not to See19.1Sept 19944-5
Toothpick Perimeter14.4June 199041
Toothpick Squares and TrianglesSpec Ed19898, 10-11
Toothpicks and Connectors22.3Mar 199852–53
Topology with Ropes and CorksSpec Ed199756–57
Transforming Rectangles16.3Mar 199254-55
Translation Images24.1Sept 199937
Trap the CubeSpec Ed2007–083–5
Trapezoid Cover Up19.1Sept 199443-45
Travel with Slope ToursSpec Ed19936
Tri Alpha BitsSpec Ed198923, 25
Triangle InvestigationSpec Ed199825–27
Triangle Mobile19.2Dec 199444
Triangle Trigonometry?—An Intriguing Approach15.3Mar 199122-25
Triangles—Alike and DifferentSpec Ed2007–0814–17, 20
Triangular TilingSpec Ed19925-6
Two Nonroutine Problems Involving the Golden Mean22.4June 199838–39
Two Pattern Block RecipesSpec Ed200019, 20–21
Two-Handed Feely Boxes14.4June 199037
Unifix-Geoboard Symmetry14.4June 199031
Unifying Shapes27.1Sept 200248–49
Using Geometric Patterns21.2Dec 199634
Using Poetry by Prelutsky and Silverstein to Teach Geometry28.3Mar 200432
Visualize Those Hidden Lines14.4June 199038-39
Visualizing Almost Parallel Lines19.1Sept 199438
Visualizing Area Formulas19.2Dec 199434
Visualizing Equal Angles16.4June 199243-45
Walk Through a 3"X5" Card14.1Sept 198936-37
Walking the PerimeterSpec Ed199141, 45
What a Parallelogram is Not21.2Dec 199628-29
What a Parallelogram Is NotSpec Ed2007–0822–26
What Can It Be?14.4June 199034, 36
What Shape Do Builders Use for Strength?Spec Ed199133
What to Do With an Index CardSpec Ed200241
What’s Wrong with This Picture?Spec Ed199958–60
Wheel of PolygonsSpec Ed199540, 43–44
Why We Must Save Constructions24.1Sept 199942


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