1. Using magazine cutouts of people, furniture, and other objects, create two collages; one illustrating UNREALISTIC proportion, and one illustrating UNREALISTIC scale.
2. Each collage will be graded on neatness as well as correctness. Mount each collage on a separate sheet of black paper.
3. Each collage should be labeled according to the principle it illustrates.
(pg. 60= unrealistic scale pg. and 61= unrealistic proportion)
Do this for the next 15-20 min, then we’ll talk about the Golden Mean.
The Golden Mean – The most proportionately pleasing division of a line or form between 1/2 and 1/3.
The Golden Mean – The most proportionately pleasing division of a line or form between 1/2 and 1/3.
The like is dividing the form so that the smaller portion has the same ratio to the larger as the larger has to the whole (example: 2/3=.6 and 3/5=.6)
This creates a series of ratios that progress by the sum of the two previous numbers (2:3, 3:5, 5:8, 8:13, 13:21).
It can also be multiples of those ratios (2:3 or 4:6 or 6:9, etc).
Square (2:2) is the least pleasing shape or ratio. Rectangles are more pleasing, especially with a ratio of 2:3.
Devised by the Greeks.
The Golden Mean is found everywhere in good interiors and is often found in nature.
The Golden Mean is found everywhere in good interiors and is often found in nature.
Assignment 2- Golden Ratio
Assignment 2- Golden Ratio
Use the golden mean ratios to answer fill in the missing measurements on the worksheet.
(put worksheet on Pg.63 in your notebook)
Assignment 3 – Good Scale and Proportion & use of Golden Mean
Find an appropriate picture of scale and proportion and describe how the designer used these principles to create a pleasing design. Find the golden mean somewhere in the picture and mark where it is.