Leonardo Da Vinci’s Vitruvian Man.

Slides:



Advertisements
Similar presentations
LEONARDO DA VINCIS VITRUVIAN MAN By: Rebecca McPherson.
Advertisements

Catalyst On a sheet of notebook paper, write a short paragraph about the following: What is your dream job? Why is it your dream job? What do you have.
LEMODULORLEMODULOR Bettisabel Lamelo THE MODULOR is a scale of proportions developed by Le Corbusier. Le Modulor.
The humanist with a really long impressive curriculum.
Bell Ringer.
Preparation for Calculus Copyright © Cengage Learning. All rights reserved.
Discovering Math in Da Vinci’s Art. Introduction to Leonardo Da Vinci.
By Drew Carlton & Alex James. About Leonardo  Leonardo DaVinci was one of the greatest minds of his time and still is to this day.  He was an inventor.
Quit Ratio Golden Ratio Fibonacci QuitRatio Ratio is a way of showing the connection between two or more numbers. A ratio can be written as a fraction,
Around the Golden Ratio Louna.J & Mewenn.Y. The Vitruvian Man We can see it at the Gallerie dell’Academia, Venice.
Are We Golden? Investigating Mathematics in Nature
Art Golden Ratio Renaissance. Golden ratio The golden ratio is a special number approximately equal to If you divide a line into two parts so that:
“VITRUVIAN HOMER”.  The Golden ratio is a special number found by dividing a line into two parts so that the longer part divided by the smaller part.
The Golden Mean and Human Proportion  Inspired by Leonardo DaVinci by Valerie Xanos.
Leonardo da Vinci, Facial Proportion, and the Self-Portrait
Facial Proportion. Do you know this painting? This painting is probably the most famous portrait in the entire world! It was painted by an artist named.
Proportions. An equation stating that two ratios are equivalent is called a proportion. 200 Miles 4 Hours 50 Miles 1 Hour = An equation stating that two.
Ratio 11/12 My bike’s fuel has a ratio of oil to gas 1 : 25.
Vitruvian Man Collecting and organizing data Recognizing and modeling linear data © IDMT 2011 The lesson can be found at:
Renaissance ( 1400’s-1500’s). Renaissance marked the rebirth of humanism and the revival of cultural achievements for their own sake. As the word Renaissance.
Leonardo da Vinci, Facial Proportion, and the Self-Portrait
The Mathematical Formula of Art
Chapter 7.5 Notes: Apply the Tangent Ratio Goal: To use the tangent ratio to determine side lengths in triangles.
Leonardo Da Vinci Leonardo Da Vinci was an Italian Polymath, Musician, inventor, and writer. He is considered by many the father of Modern Science. His.
The Vitruvian Man man-of-math-james-earle Fill in the first 2 columns of your KWL chart...
People Detection in Video Stream Presented By: Engy Foda Supervised By: Dr. Ahmed Darwish Dr. Ihab Talkhan Dr. Salah El Tawil Cairo University Faculty.
Leonardo da Vinci By: Alex.
„Moderné vzdelávanie pre vedomostnú spoločnosť/Projekt je spolufinancovaný zo zdrojov EÚ“ Inovácia obsahu a metód vzdelávania prispôsobená potrebám vedomostnej.
Body Proportions. Our idea of Ideal Body Proportions have changed over time Our idea of Ideal Body Proportions have changed over time A set of rules for.
Have you seen this image? What does it represent ?
1.10 Variation.
Robot Vitruvian Hands By Brandon, Brian, Maira, and Cesar.
Proving Properties of Inscribed Quadrilaterals Adapted from Walch Education.
The Golden Mean The Mathematical Formula of Life Life.
Pre-Algebra T McDowell
And the advent of systematic measuring
Human Scale. According to Chapter 3 in the textbook, human scale is defined as objects or places designed to relate to the size and proportions of the.
Vitruvian Man Golden Ratio Da Vinci’s drawing of the Vitruvian Man.
Vitruvian Man Vitruvius, a Renaissance architect, described the dimensions of the human body. They are listed on the next slide. His theory was illustrated.
Line Symmetry. When a figure has line symmetry when one half of it is the mirror image of the other half When a figure has line symmetry when one half.
Renaissance Visual and Music Samples These notes will be used on your test – give good descriptions so that you can identify them later.
Principles of Design. Rhythm Creates movement by the repetition of elements.
Fibonacci Sequence & Golden Ratio Monika Bała. PLAN OF THE PRESENTATION: Definition of the Fibonacci Sequence and its properties Definition of the Fibonacci.
Describing Relationships
Arts vs Arts & Crafts Maker Shaker Tinker Thinker 2015 ECEC Geri
This presentation will focus on the design themes involving an individual’s engagement of everyday life. The design realm of the personal space, work place,
Statistics Henderson/Te Atatu Lead Teachers. PAT Y6 Question (time-series data) Emma went for a run from home. She stopped for a while and then walked.
Module 7 Test Review. Understanding Ratios Ratios can be written in three ways –Using the word “to” 18 to 13 –As a fraction –Using a colon : 18:13 Write.
Introduction One of the most famous drawings of all time is Leonardo da Vinci’s Vitruvian Man. Da Vinci’s sketch was of a man enclosed by a circle that.
The Golden Ratio Volkan UYGUN.
 We just watched a clip from the movie “Renaissance Man” (4:31), In your own words, explain how Danny DeVito explain what a Renaissance Man was?  With.
The Vitruvian Man The Vitruvian Man is a world-renowned drawing created by Leonardo da Vinci around the year 1487 It was made as a study of the proportions.
LU-European Center for Chinese Medicine and Natural compounds
Renaissance Art, Part I.
6.3 Use Similar Polygons.
Leonardo Da Vinci’s Vitruvian Man.
College Algebra Chapter 1 Equations and Inequalities
WHAT’S SO GREAT ABOUT Renaissance ART?!
17 da Vinci’s Measures Name: __________________ STAT 101 Lab: da Vinci
“CLOSE TO IDEAL” Ms. G & Ms. Safer.
Introduction One of the most famous drawings of all time is Leonardo da Vinci’s Vitruvian Man. Da Vinci’s sketch was of a man enclosed by a circle that.
Learning Human Proportion from Leonardo da Vinci
College Algebra Chapter 1 Equations and Inequalities
Page 13.
Leonardo Da Vinci Drawings Possible Self-Portrait, c
Objective Make scale models of the Pyramids at Giza
The Vitruvian Man  .
Introduction to statistics August 19, 2014
Right Triangles and Trigonometry
Presentation transcript:

Leonardo Da Vinci’s Vitruvian Man

The 'Vitruvian Man' is a famous drawing with accompanying notes by Leonardo da Vinci made around the year 1492 in one of his journals. It depicts a naked male figure in two superimposed positions with his arms and legs apart and simultaneously inscribed in a circle and square. The drawing and text are sometimes called the Canon of Proportions or, less often, Proportions of Man. It is on display in the Gallerie dell' Accademia in Venice, Italy.

“…the length of a man's outspread arms is equal to his height …” According to Leonardo's notes in the accompanying text (written in mirror writing) it was made as a study of the proportions of the (male) human body as described by the Ancient Roman architect Vitruvius, who wrote that in the human body: Arm Span Height “…the length of a man's outspread arms is equal to his height …”

Height is equal to arm span The Vitruvian theory contains a total of 10 ratios between different parts of the body. Can you verify four of these ratios using data collected from your class? Here is a reminder of the first: Height is equal to arm span Arm Span Height

2. Length from the elbow to the end of the hand is equal to one quarter of height Elbow to end of hand Height

Length of the hand is one tenth of height 3. Length of the hand is one tenth of height Hand Height 4. Length of the foot is one seventh of height Foot

Is the Vitruvian theory that height is equal to arm span true for British students today? Complete the following tables by making the appropriate measurements of yourself and your classmates.

Height is equal to arm span Pupil Gender Height Arm Span Ratio Height / Arm Span M or F centimetres Fraction * Decimal 1 2 3 4 5 6 7 8 9 10 * Leave fraction un-simplified Click in a cell to enter data

Elbow to hand is equals one quarter of height Pupil Gender Height Elbow to Hand Ratio Height / Elbow to Hand M or F centimetres Fraction * Decimal 1 2 3 4 5 6 7 8 9 10 * Leave fraction un-simplified Click in a cell to enter data

Length of the hand is one tenth of height Pupil Gender Height Hand Length Ratio Height / Hand M or F centimetres Fraction * Decimal 1 2 3 4 5 6 7 8 9 10 * Leave fraction un-simplified Click in a cell to enter data

Length of the foot is one seventh of height Pupil Gender Height Foot Length Ratio Height / Foot M or F centimetres Fraction * Decimal 1 2 3 4 5 6 7 8 9 10 * Leave fraction un-simplified Click in a cell to enter data

Some questions to think about… What do you notice from the table of data? Which pupils most closely fit Leonardo’s theory? Not everybody has an arm span / height ratio equal to 1. Why do you think this is? Do you think the results would be the same for babies or seniors? Who might be interested in your conclusions?