HavenHub Math • Edition 8 • Mentor Guide

Unit 1: The Path (Lines & Geometry)

Focus: Points, Lines, Rays, Segments, Parallel vs Perpendicular, Angle Intro

Duration: 5 Lessons (approximately 2 weeks)

Theological Preamble: The Architecture of the King

In Proverbs 8:27, Wisdom declares, "When he prepared the heavens, I was there: when he set a compass upon the face of the depth." Geometry is not a human invention; it is the **Language of God's Thought**. Before He spoke the word, He set the Standard.

In this unit, we move from the *measurement* of quantity to the *measurement* of **Form**. We are teaching the student to see the "Bones of Reality." A straight line is a physical witness to **Truth**. Parallel lines are witnesses to **Communion**. Perpendicular lines are witnesses to **Strength and Stability**. By mastering the Path, the student is learning how to walk in the "Straight Way" that leads to the Heart of the King.

Covenantal Alignment

This unit builds the "Identity" layer of geometry by defining the primary inhabitants of space. It aligns with CCSS.MATH.CONTENT.4.G.A.1 (Draw points, lines, line segments, rays, angles, and perpendicular/parallel lines). It reinforces the axiom of **Truth** by showing that a line is either straight or it is a lie.

A Letter to the Mentor: The Master Builder

Dear Mentor, welcome to Edition 8. We have measured the weight and the time; now, we measure the **Shape.**

In the Covenantal Agape Matrix, geometry is the art of **Integrity.** When God commanded Noah to build the Ark, or Moses to build the Tabernacle, He used the language of geometry. Why? Because geometry is the only language where the "Idea" and the "Reality" can be perfectly one. A square is a square in Heaven and on Earth.

As you guide your student through the difference between a **Line** and a **Ray,** remember that you are guiding them through the geography of their own soul. We are all "Rays"—beings with a starting point in time but an endless future in eternity. Every drawing they make is a small act of worship, an imitation of the Great Architect.

May your student find that the "Straight Path" is not a restrictive cage, but the most beautiful road in the world.

— The HavenHub Curriculum Team

Unit 1 Strategic Map: The Straight Way

The goal of this unit is to master the **Foundations of Form.** We move from the dot to the cross.

1. The Infinitude Shift

The student must understand that a mathematical **Line** has no end. This is a primary perception shift from the "Segment" (the physical stick). We use the "Arrows of Eternity" to anchor this.

2. The Relational Angle

Lines are defined by how they interact. **Parallel** lines are a lesson in constant communion without collapse (Echad). **Perpendicular** lines are a lesson in the strength of intersection.

Unit 1 Core Movements:

Identity: Naming the five primary structures (Point, Line, Ray, Segment, Angle).
Perception: Intuitive sense of "Parallelism" in the world (tracks, walls).
Transformation: Changing a line into a segment by adding endpoints.
Communion: Lines meeting to create a "Square Corner" (Justice).
Transmission: Drawing the blueprints of a "Mini-Sanctuary."

Unit Overview

What This Unit Covers

Linear Identity: Point, Line, Ray, and Segment.
Linear Relationship: Parallel, Perpendicular, and Intersecting.
Corner Mastery: Identifying the "Square Corner" (Right Angle).
Tool Discipline: Perfect straightedges and precise endpoints.
Architectural Integrity: Honesty in drawing and labeling.

Lesson 1.1: The Identity of the Point

⏱ Estimated Time: 40 minutes

Lesson Goal

Define a Point as a precise location with no size. Learn that God knows every point.

The Trap

The "Big Dot": The student thinks a point is a large circle. Correct them: "The pencil mark is just a marker for the spot. The point itself is smaller than an atom!"

Part 1: The Father's Gaze (20 minutes)

"Look at your paper. Put one tiny dot in the middle. We call this a **Point**." Demonstrate a precise point. "In geometry, a Point has no size. It doesn't have a weight or a length. It is just a location. It says 'I am here!'" "Did you know that God knows every point in the whole universe? He knows exactly where you are, where the bird is, and where the farthest star is. He is the God of the Point."

Part 2: The Star Map

"Think of the stars. From far away, they look like points of light. They help us find our way. A Point is the beginning of every map and every building."

Lesson 1.2: The Ray of Eternity

⏱ Estimated Time: 45 minutes

Lesson Goal

Distinguish between a Ray (start but no end) and a Line (no start, no end).

The Trap

The Arrow Gap: Forgetting to draw the arrow. Without the arrow, it is just a segment. "The arrow is the promise of the future!"

Part 1: The Son's Mission (20 minutes)

"Look at a flashlight. When you turn it on, the light starts in one spot... and then it goes forever until it hits something." Shine a light. "This is a **Ray**. It has a 'Starting Point' but it has an 'Arrow of Eternity' on the other side. Jesus is like a Ray! He came from the Father (the Start) and He is the Eternal King (the Arrow)." "Are you a Ray? (Yes!). You had a birthday (your start), but because of Agape, you will never end. You are a ray of light in the King's world."

Part 2: Drawing the Mission

Draw a Ray. Label the start point 'ME' and the arrow 'HEAVEN'.

Lesson 1.3: The Segment of Service

⏱ Estimated Time: 40 minutes

Lesson Goal

Identify a Line Segment by its two endpoints. Measure physical objects as segments.

Part 1: The Work of the Spirit (20 minutes)

"Most things we can touch are **Segments**. They have a start and a finish. This pencil is a segment. This table is a segment." Touch the edges of a book. "A Segment is a piece of a Line. It is a specific task. When we help a neighbor, that act of love is a segment. It has a beginning and it has a completion. We must finish what we start!" "If I draw a line with two dots on the ends, can it go on forever? (No). Why? (Because the dots stop it). Right! Those are the **Endpoints**."

Lesson 1.4: Parallel Paths (Unity)

⏱ Estimated Time: 45 minutes

Lesson Goal

Identify Parallel lines. Understand that Parallel lines never touch and never drift.

The Trap

Visual Drift: Drawing lines that slightly tilt toward each other. "Eventually they will bump! That's not parallel. Use a ruler to keep the gap true."

Part 1: Walking in Unity (25 minutes)

"Parallel lines are like two friends walking together. They are going the exact same way. They stay the same distance apart. They never argue or bump into each other." Place two rulers parallel on the table. "If these lines went all the way to the moon, would they ever touch? (No). This is **Echad**. Two separate lines moving in perfect unity." "Look at the railroad tracks or the sides of a door. Those are parallel. They provide a safe path because they never change their mind about where they are going."

Lesson 1.5: The Strongest Corner

⏱ Estimated Time: 45 minutes

Lesson Goal

Identify Perpendicular lines. Find "Right Angles" (Square Corners) in the home.

The Trap

The Lazy Corner: Accepting an angle that is "almost" square. Use a piece of paper's corner to verify the "Rightness" of the angle.

Part 1: Perpendicular Faith (25 minutes)

"Sometimes lines meet head-on! When they cross and make a perfect 'Square Corner,' we call them **Perpendicular**." Make a cross with your index fingers. "This is the strongest shape in the world. It is the shape of the Cross. It is the shape of the corner of a house. It means the building is standing up straight. If the corner isn't square, the whole house might fall down!" "Can you find a perpendicular corner in this room? (Wall corner, window corner, book corner). Yes! Those are **Right Angles**. They are the 'Right' way to build."

🛠️ Math-CRP: The Repair Bench

The Rupture: Student calls a line a "Ray" (or vice versa).

The Diagnosis: They are ignoring the symbols at the ends. They haven't linked the symbol to the identity.

The Repair Script:

"Wait, Scribe! Look at the 'shoes' of the line. Does it have arrows on both feet? Then it is a **Line**—it can walk both ways forever. Does it have one shoe and one bare foot? Then it is a **Ray**—it only walks one way. Check the ends to find the name!"

The Rupture: Student thinks crossing lines (Intersecting) are always Perpendicular.

The Repair Script:

"Look at those lines! They are bumping into each other, but do they make a 'Square Corner'? (No). If you can't fit the corner of your notebook inside them perfectly, they are just **Intersecting**. They are like travelers bumping in the road. Perpendicular lines are like workers building a wall—they must be perfectly square to be strong."

Appendix A: 100 Scenarios of the Path

Use these to build geometric fluency and intuition.

1. Point A is a location.
2. Line AB has no end.
3. Ray CD starts at C.
4. Segment EF has two dots.
5. Parallel lines never touch.
6. Perpendicular lines make a T.
7. Intersecting lines make an X.
8. A ruler is a straightedge.
9. 180 degrees is a straight line.
10. 90 degrees is a square corner.
[REPEATED GEOMETRY PATTERN] The Architect audits the site. He sees a Point. He renames it: Identity. He sees a Line. He renames it: Endless Truth. He sees a Ray. He renames it: Mission. He sees a Segment. He renames it: Service. He sees two Parallel walls. He knows they are in Communion. He sees a Perpendicular corner. He knows it is Justice. He never guesses. He respects the straightedge. He finds the right angle. He honors the precision of the Point and the provision of the Path. (Continuing list...)
11. 2 points define 1 line.
12. 3 points can make a triangle.
13. Parallel = Same slope.
14. Perpendicular = Cross.
15. Ray = Sunbeam.
16. Segment = Pencil.
17. Line = Horizon.
18. Point = Address.
19. Plane = Flat World.
20. Space = 3D World.
21. Arrows point to Eternity.
22. Dots point to Limits.
23. The 11 is Parallel.
24. The L is Perpendicular.
25. The + is Perpendicular.
26. The V is Intersecting.
27. The - is a Segment.
28. The . is a Point.
29. Parallel tracks.
30. Parallel floorboards.
31. Perpendicular cross.
32. Perpendicular door frame.
33. Perpendicular table leg.
34. Ray of hope.
35. Segment of time.
36. Line of sight.
37. Point of origin.
38. Geometry means Earth-Measure.
39. Geo = Earth.
40. Metry = Measure.
41. Draw a point.
42. Draw a line.
43. Draw a ray.
44. Draw a segment.
45. Draw parallel lines.
46. Draw perpendicular lines.
47. Label the points.
48. Arrows mean "Forever".
49. Dots mean "Stop".
50. Square corner = 90.
51. Measure a segment.
52. Extend a ray.
53. Connect the points.
54. Straightedge discipline.
55. No wiggles allowed.
56. Point is Layer 1.
57. Line is Layer 2.
58. Shape is Layer 3.
59. Volume is Layer 4.
60. Pattern is Layer 5.
61. Jesus is the Cornerstone.
62. The Path is Straight.
63. The Gate is Narrow.
64. Walk in the Light.
65. Stand Upright.
66. Parallel Grace.
67. Perpendicular Truth.
68. Ray of Mercy.
69. Segment of Joy.
70. Point of Peace.
71. Identify the L shape.
72. Identify the X shape.
73. Identify the = shape.
74. Identify the . shape.
75. Identify the --- shape.
76. Horizon is Parallel to Floor.
77. Wall is Perpendicular to Floor.
78. Ceiling is Parallel to Floor.
79. Corner is Intersecting.
80. Center is a Point.
81. 1 Line = Infinite Points.
82. 1 Plane = Infinite Lines.
83. 1 Space = Infinite Planes.
84. God is Infinite.
85. Math is Ordered.
86. Straight paths for feet.
87. Do not turn right.
88. Do not turn left.
89. Look straight ahead.
90. The North Star is a Point.
91. Line = Truth.
92. Ray = Direction.
93. Segment = Task.
94. Point = Being.
95. Angle = Relationship.
96. Parallel = Friendship.
97. Perpendicular = Authority.
98. Intersecting = Encounter.
99. The Architect is God.
100. 1.00 Shalom.

Appendix B: The Scribe's Dictionary of the Path

Point:: An exact location in space. It has no height, width, or depth.
Line:: An endless straight path that goes in two directions forever. Shown with two arrows.
Ray:: A part of a line that starts at a point and goes on forever in one direction. Shown with one arrow.
Line Segment:: A part of a line that has two endpoints. It has a specific length.
Parallel:: Two lines that stay the same distance apart and never touch, no matter how far they go.
Perpendicular:: Two lines that meet or cross at a perfect 90-degree square corner.
Angle:: The figure formed by two rays sharing a common endpoint (the vertex).
Endpoint:: A point at the end of a segment or the starting point of a ray.

🌿 The Mentor's 7-Day Devotional: The Straight Path

Day 1: The Cornerstone (Psalm 118). Day 2: Straight Paths for Your Feet (Prov 4). Day 3: Parallel Mercy (Lamentations 3). Day 4: The Plumb Line of Truth (Amos 7). Day 5: Eternal Rays (John 3). Day 6: The Boundary Segments (Psalm 16). Day 7: The Master Architect (Hebrews 11).

Appendix D: The Scribe's 50 Geometry Riddles

Use these to test the student's discernment.

1. I have two heads but only one body. (A Line).
2. I have one foot and one arrow. (A Ray).
3. I have two feet and I cannot walk. (A Segment).
4. I am where all things begin but I have no size. (A Point).
5. We are two brothers who walk together but never hug. (Parallel Lines).
6. Which is longer: a Ray or a Line? (Both are infinite!).
7. If I make a perfect T, what am I? (Perpendicular).
8. If I make a perfect X, but not a T, what am I? (Intersecting).
9. How many points make a line? (An infinite number).
10. I am the "Square Corner" of truth. (Right Angle).
[REPEATED LOGIC PATTERN] The Scribe questions the path. He asks: Is the point precise? He asks: Is the line straight? He asks: Is the corner right? He knows that a corner that only looks square is a hidden fall, not a standing wall. He checks the Parallel gap. He checks the Segment ends. He ensures that every arrow is accounted for and every dot is celebrated. He walks the borders of the Kingdom, verifying the landmarks. He respects the physical weight of truth. He never bends to hide a lack. He honors the precision of the Architect. (Continuing list...)
11. Point + Point = Segment.
12. Ray + Ray = Angle.
13. Parallel = Echad.
14. Perpendicular = Cross.
15. Intersection = Encounter.
16. Vertex = Meeting.
17. Origin = Start.
18. 90 degrees = Right.
19. 180 degrees = Straight.
20. 1.00 Shalom.
21. How many endpoints in a line? (Zero).
22. How many endpoints in a ray? (One).
23. How many endpoints in a segment? (Two).
24. If two lines meet and make 4 corners, are they perpendicular? (Yes, if square!).
25. What is the midpoint? (The point exactly in the middle).
26. The 0 is rest. The 1 is movement. (Geometry).
27. I am 1/4 of a circle. (Right angle).
28. I am 1/2 of a circle. (Straight line).
29. I measure the depth of the heart. (Integrity).
30. I measure the width of the world. (Truth).
31. 1/2 of a line? (Still a line!).
32. 1/4 of a square corner? (22.5 degrees).
33. 3/4 of a square? (3 right angles).
34. 1/8 of a circle? (45 degrees).
35. 1/16 of a circle? (22.5 degrees).
36. Parallel paths are safe.
37. Crooked paths are dangerous.
38. Square corners are strong.
39. Sharp corners are narrow.
40. Wide corners are open.
41. Point A to Point B.
42. Ray of Light.
43. Segment of Clay.
44. Line of Life.
45. Angle of Love.
46. Is a ruler a Point? (No, Segment!).
47. Is a sunbeam a Line? (No, Ray!).
48. Does a point have weight? (No!).
49. Who is the Scribe of the Path? (You!).
50. 1.0 Shalom.

Appendix E: The Master's 14-Day Blueprint

Day-by-day guidance for Unit 1.

Day 1: Points & Locations (The Speck). Day 2: Introduction to the Line (Arrows). Day 3: The Endless Way Drill. Day 4: Introduction to Rays (Sunbeams). Day 5: Line Segments (Work Sticks). Day 6: Comparing US and Metric Straightedges. Day 7: REST. Day 8: Identifying Parallel lines (Friends). Day 9: Identifying Perpendicular lines (Corners). Day 10: Finding Right Angles in the Home. Day 11: Drawing intersecting paths. Day 12: Building a Paper City (Lines). Day 13: The Great Geometric Scavenger Hunt. Day 14: SIGNET CHALLENGE.

Appendix F: The Litany of the Line

To be recited by the Mentor and Scribe.

Mentor: Behold the Path.

Student: It is straight. It is true.

Mentor: Is the point a place or a thing?

Student: A place! It is where I stand before the King.

Mentor: What do we seek in the building?

Student: Square corners. Right angles. Strength.

Mentor: What is a faithful path?

Student: One that does not turn to the left or the right.

Mentor: Go now, and walk the straight way.

Appendix G: The Auditor's Final Checklist

Certifying the Steward of Form.

[ ] The student can explain why a line has arrows and a segment has dots.
[ ] The student can identify parallel lines in their own room.
[ ] The student can find a perpendicular corner using a square check.
[ ] The student knows that a Ray is the shape of their soul.
[ ] The student uses a straightedge for all geometric drawings.

Appendix H: 100 Word Problems of the Path

1. Draw Point Z.
2. Draw Line XY. How many arrows? (2).
3. Draw Ray PQ. Where does it start? (P).
4. Draw Segment MN. How many endpoints? (2).
5. A fence is made of 10 segments. Total?
6. A sunbeam is a ray. If it hits a mirror, is it still a ray? (Yes, just bent!).
7. Railroad tracks (Parallel/Perpendicular?). (Parallel).
8. A street crossroad (Parallel/Perpendicular?). (Perpendicular).
9. Top of a door and bottom of a door. (Parallel).
10. Side of a door and top of a door. (Perpendicular).
[REPEATED GEOMETRY PROBLEM PATTERN] A master of the path enters the desert. He sees 5 points in the sand. He sees 2 lines in the sky. He sees 8 segments of dry wood. He asks his student: "How do we find the shape of the camp?" The student knows they must first find the Common Ground. He connects the points. He aligns the segments. He ensures the corners are square. He never rushes the straightedge. He finds the right angle. He honors the order of the architecture. He knows that Parallel lines are like the tribes of Israel—distinct but unified. He walks with the precision of the Scribe. (Continuing list...)
11. 1 line + 1 line = 1 intersection.
12. 3 segments = 1 triangle.
13. 4 segments = 1 quadrilateral.
14. 5 segments = 1 pentagon.
15. 1/2 of a segment is a midpoint.
16. 2 rays sharing a vertex = 1 angle.
17. 4 right angles = 1 square.
18. 2 parallel + 2 parallel = 1 rectangle.
19. 1 line / 2 = 2 rays (sharing a point).
20. 1 segment x 100 = 1 wall.
21. A ladder (Parallel sides, Perpendicular rungs).
22. A window (Parallel sides, Perpendicular corners).
23. A book (Parallel edges, Perpendicular corners).
24. A star (Intersecting rays).
25. A road (Parallel edges).
26. 1/2 of 90 degrees? (45).
27. 1/4 of 180 degrees? (45).
28. 3/4 of 360 degrees? (270).
29. 1/3 of a right angle? (30).
30. 1/6 of a right angle? (15).
31. Measure the angle.
32. Measure the length.
33. Measure the width.
34. Measure the depth.
35. Measure the spirit.
36. Shape of a brick.
37. Shape of a ball.
38. Shape of a cone.
39. Shape of a cylinder.
40. Shape of a pyramid.
41. 2 parallel lines.
42. 3 parallel lines.
43. 4 parallel lines.
44. 5 parallel lines.
45. 10 parallel lines.
46. 1 perpendicular pair.
47. 2 perpendicular pairs.
48. 3 perpendicular pairs.
49. 4 perpendicular pairs.
50. 5 perpendicular pairs.
51. 1/2 of a line segment.
52. 1/4 of a line segment.
53. 3/4 of a line segment.
54. 1/10 of a line segment.
55. 1/5 of a line segment.
56. Point = 0 Dimension.
57. Line = 1 Dimension.
58. Plane = 2 Dimensions.
59. Space = 3 Dimensions.
60. Time = 4 Dimensions.
61. Right angle + Right angle = 180.
62. 4 Right angles = 360.
63. Parallel + Intersecting = Impossible.
64. Parallel + Perpendicular = Impossible.
65. Perpendicular = Intersecting.
66. Line Segment + Point = 2 Segments.
67. Ray + Point = Segment + Ray.
68. Line + 2 Points = Segment + 2 Rays.
69. Equilibrium in Shape.
70. Symmetry in Form.
71. 1 + 1 parallel lines.
72. 1 + 1 perpendicular lines.
73. 1 + 1 intersecting lines.
74. 1 + 1 parallel rays.
75. 1 + 1 perpendicular rays.
76. Full circle = 360.
77. Half circle = 180.
78. Quarter circle = 90.
79. Straight line = 180.
80. Perpendicular = 90.
81. 1 segment of gold.
82. 1 segment of silver.
83. 1 segment of bronze.
84. 1 segment of wood.
85. 1 segment of stone.
86. Measure the Temple.
87. Measure the Altar.
88. Measure the Court.
89. Measure the Gate.
90. Measure the Wall.
91. 90 is the Right.
92. 180 is the True.
93. Parallel is the Peace.
94. Perpendicular is the Power.
95. The Scribe is the Guard.
96. The Ruler is the Witness.
97. The Compass is the Spirit.
98. The Architect is the Father.
99. The Blueprint is the Word.
100. 1.00 Shalom.

Appendix I: The Guide to Ancient Geometry

How the Fathers Built the World.

The Plumb Line

Ancient builders used a weight on a string to find a perfect vertical line. This is the **Plumb Line**. It uses gravity to find the perpendicular truth. God uses a spiritual plumb line to see if our hearts are standing straight.

The Square

A tool shaped like an L used to make perfect right angles. In the Temple, every stone was "Squared" before it was brought to the site. The silence of the building was a witness to the precision of the geometry.

The Cubit

The standard segment of the ancient world. The distance from the elbow to the tip of the middle finger. While cubits were different for different men, the "Sacred Cubit" was a fixed standard kept in the sanctuary.

The Measuring Reed

A long, straight rod used to measure the walls of the city. In the book of Ezekiel, an angel uses a golden reed to measure the new city. Geometry is the tool used to map the future Kingdom.

Appendix J: The Scribe's 50 Geometry Riddles

Use these to test the student's conceptual clarity.

1. I have no arrows but I am straight. (A Segment).
2. I have one arrow and I am straight. (A Ray).
3. I have two arrows and I am straight. (A Line).
4. Which has more endpoints: a Line or a Ray? (A Ray has 1, Line has 0!).
5. Why do we use a straightedge? (To tell the truth in drawing).
6. If two lines meet and make a T, what are they? (Perpendicular).
7. I am the dot at the end of the mission. (Endpoint).
8. I am the dot in the middle of the world. (Point).
9. I measure the substance of shapes. (Geometry).
10. I am the physical '=' sign of two paths. (Parallel).
11. Point A vs Point B.
12. Line AB vs Line BA. (Same thing!).
13. Ray AB vs Ray BA. (Different thing!).
14. Segment AB vs Segment BA. (Same thing!).
15. 1:1 ratio in points.
16. 2:1 ratio in arrows (Ray).
17. The needle of Integrity.
18. Equilibrium found at 90 degrees.
19. The geometry of glory.
20. 1.0 Shalom.
21. How many points in a segment? (Infinite).
22. How many lines through one point? (Infinite).
23. If a wall is tilting, is it perpendicular? (No).
24. If a road is curving, is it a line? (No).
25. What is the midpoint of a 10cm segment? (5cm).
26. The 0 is the Point. The 1 is the Path. (Geometry).
27. I am 1,000,000 nm wide. (A point!).
28. I am 2,000 cubits long. (A Sabbath's journey).
29. I am used to weigh gold. (No, geometry measures space!).
30. I am used to measure the sun. (Rays).
31. 1/2 of a ray? (Still a ray!).
32. 1/4 of a segment? (A smaller segment).
33. 3/4 of a line? (Still a line!).
34. 1/8 of a point? (Impossible! No size).
35. 1/16 of an angle? (A narrower angle).
36. Is 1.5 cm a segment? (Yes).
37. Is 0.5 meter a segment? (Yes).
38. Does a ruler tell you weight? (No, length!).
39. Who is the Scribe of the Square? (You!).
40. 1.0 Shalom.
41. Point + Line = Intersection.
42. Line - Segment = 2 Rays.
43. Ray + Ray = Line (if opposite).
44. Parallel + Parallel = Train.
45. Perpendicular + Perpendicular = Corner.
46. Are railroad tracks perpendicular? (No, parallel!).
47. Are the sides of a cross parallel? (No, perpendicular!).
48. Is the horizon a ray? (No, line!).
49. Is a flashlight beam a segment? (No, ray!).
50. 1.0 Shalom.

Appendix K: The Master's Scribe Exam (Lines & Paths)

Final Certification of the Straight Way.

**The Symbol Test:** Draw a Line, a Ray, and a Segment. Label each one correctly with arrows or dots.
**The Identity Test:** Explain why you are like a Ray. What is your "Start Point" and what is your "Arrow"?
**The Relationship Test:** Look at the ceiling and the floor. Are they Parallel or Perpendicular? How do you know?
**The Strength Test:** Draw two lines that are Perpendicular. Mark the "Square Corner" with a small box.
**The Vow:** Recite the Litany of the Path.

Mastery Checklist:

Can the student identify the difference between a Ray and a Line? [ ]
Does the student use a straightedge for all drawings? [ ]
Can the student find parallel lines in nature? [ ]
Can the student explain why a Right Angle is strong? [ ]

Closing Reflection:

The student has learned the discipline of the Path. They understand that space is ordered by the King. By mastering Lines and Points, they are training their souls to walk the straight way that leads to the heart of God. You are ready for Unit 2: The Polygon!