Making Mandalas Find the middle of your poster. Hint.

Slides:



Advertisements
Similar presentations
Constructing Lines, Segments, and Angles
Advertisements

Geometric Construction Notes 2
Unwrapping the Unit Circle. Essential Question: What are the graphs of the sine and cosine functions? Enduring Understanding: Know the characteristics.
Chapter 10 Constructions.
Introduction Construction methods can also be used to construct figures in a circle. One figure that can be inscribed in a circle is a hexagon. Hexagons.
Constructing Regular Hexagons Inscribed in Circles Adapted from Walch Education.
Introduction Tangent lines are useful in calculating distances as well as diagramming in the professions of construction, architecture, and landscaping.
Introduction The ability to copy and bisect angles and segments, as well as construct perpendicular and parallel lines, allows you to construct a variety.
How to Sketch a Horizontal Line
Area (geometry) the amount of space within a closed shape; the number of square units needed to cover a figure.
Copying Segments and Angles Adapted from Walch Education.
Using the Alphabet of lines. Drawing should be near bottom left corner. The front view shows how wide and how tall the object is.
Module 2: Geometric Constructions
SYMMETRY: Math and Art By Rebecca K. Fraker Atlantic Union Teacher Bulletin Atlantic Union Teacher Bulletin June 2012 June 2012.
[1-6] Basic Construction Mr. Joshua Doudt Geometry (H) September 10, 2015 Pg
How to draw a Geometric Tessellation by Ms. Day
Vocabulary BurnishingBurnishing ~ to make something shine by rubbing it with a smooth instrument (lighter colored pencil for this assignment) Complementary.
Geometric Construction & Modeling Basics. Points A point represents a location in space or on a drawing. It has no width, height or depth. Sketch points.
Geometric Constructions October - Ch. 3 Part of Unit 2 – Lines & Angles.
HOW BALANCED IS YOUR WHEEL?. To Figure out how balanced your wheel is… Take your totals from each category on your wellness wheel and put them on the.
The Basic Shapes. Comparing the size and placement of objects to one another in a composition in order to proportionally draw them as they actually appear.
Introduction To Art Mandala – Repetition & Unity Materials:
10.1 Construction Modern construction: Use a modern compass, you can maintain the radius as you pick up the compass and move it. Euclidean construction:
How to draw a Geometric Tessellation by Ms. Day Lesson 1: 4 sided polygons (grid) Lesson 2: Basic tessellations Lesson 3: Drawing in Word.
GEOMETRY!!!. Points  A point is an end of a line segment.  It is an exact location in space.   It is represented by a small dot. Point A A.
Constructions Bisect – To divide something into two equal parts Perpendicular – Lines that intersect to form right angles. Today’s constructions: –Bisect.
{ Constructions Duplicating and Line and an Angle.
You are going to create your very own color wheel using Radial Balance! Radial Balance Radial Balance : A balance arrangement that results from the repetitive.
Preparation of Tools.
Chords and Arcs Geometry 11-2.
Repetition.
Day 43 – regular hexagon inscribed in a circle
To rotate a figure: Draw a segment connecting a vertex (we will call
Day 44 – Summary of inscribed figures
1.6 Basic Constructions SOL: G4 Objectives: The Student Will …
A Brief Look into Geometric Constructions Focusing on Basic Constructions and the Impossible Constructions Bethany Das, Emily Simenc, and Zach Tocchi .
THIS IS AN INDIVIDUAL ASSIGNMENT, POINTS WILL BE DEDUCTED BY TALKING.
Geometric Constructions
Introduction Triangles are not the only figures that can be inscribed in a circle. It is also possible to inscribe other figures, such as squares. The.
How to equally divide a circle
What is a protractor and why is it used?
Introduction Two basic instruments used in geometry are the straightedge and the compass. A straightedge is a bar or strip of wood, plastic, or metal that.
4.1(a) Notes: Constructing the Unit Circle
Technical Sketching and Shape Description
Construct an Octagon Inside of a Circle
8.1 Parallel Lines.
Dimensioning Hand Drawings
How-to complete the Design Notebook
Gaskets and Packing An introduction to Gaskets Packing
The Color Mandala Project
Line & Line Values Drawing Project Plans. Line & Line Values Drawing Project Plans.
How is the Mandala an important part of Ancient India History?
Creating a grid by Carl Dellutri.
8.2 Perpendicular Lines.
Growing Lines.
Dimensioning Hand Drawings
The Mandala Geometry and Art Questions to discuss:
Elements and Principle Foldable Instructions
Compass Constructions
Assignments and Guidelines:
Two-Point Perspective
Creating Sheet Metal Pattern
Construction Today you will learn:
Day 44 – Summary of inscribed figures
Segment Constructions
Basic Constructions.
Circles Squares or Rectangles Triangles
Geometry Unit 1: Foundations
Circles
Presentation transcript:

Making Mandalas Find the middle of your poster. Hint

Making Mandalas Find the middle of your poster. My paper is 8.5" tall and 14" wide.

Making Mandalas Divide the width by two. My width is 14" so 1/2 of 14 is 7". I am going to make a small mark on the top and bottom of the paper at the 7" mark.

Make a dot in the center of the paper. Making Mandalas Place the ruler against the top and bottom marks. Now, find the vertical middle. Since my paper was 8.5" tall, the middle is 4.25". Make a dot in the center of the paper.

Making Mandalas These are compasses. Compasses are used for drawing circles or arcs. They can also be used to measure distances on maps. There are many other uses for compasses.

Making Mandalas Using your compass draw a circle with a 3" radius.

Making Mandalas Draw the diameter. (A line across the circle that passes through the center.)

Making Mandalas Find the hole at the bottom of the protractor and line it up with the center dot on your circle. Make sure that the black lines on the protractor's bottom line up with the diameter. YES! NO!

Making Mandalas Keep the protractor in this position and make a mark at every 30 degrees. Flip the protractor over and make a mark at every 30 degree mark so that you have marked all the way around the protractor.

Making Mandalas Your circle should look like this...

Making Mandalas Using the ruler, connect the marks at 90 degrees so that you now have perpendicular lines.

Making Mandalas Continue connecting the marks all the way around the circle so you have 12 congruent 30 degree sections.

Making Mandalas Now, you will draw two more circles. One with a radius of 4" and another with a radius of 6".

Making Mandalas Your paper should look like this...

Making Mandalas For this step, use a pencil with a sharp tip. Focus on one wedge, draw a simple design using lines and geometric shapes.

Making Mandalas Repeat this same design in the remaining sections. This is RADIAL SYMMETRY! Radial Symmetry means the same shape repeats all the way around.

Making Mandalas Using the ruler and pencil, lightly extend the sections out to your outer circle. These are your guidelines. You may or may not want to use them as part of your design.

Making Mandalas Using the guidelines, draw another design.

Making Mandalas Continue the design in the remaining sections, making sure to line everything up as carefully as possible. Use the guidelines to help space things out.

Making Mandalas Once you have your design drawn, you need to choose 5 or 6 colors so that you can color your design. NOTE: Do not use dark colors next to each other - it doesn't look as
good as dark next to light 
colors.

Making Mandalas