Geometry Postulates and Theorems: A Comprehensive Guide
Geometry Postulates and Theorems
Postulates
1.1 Ruler Postulate
The points on a line can be matched one to one with the real numbers. The real number that corresponds to a point is the coordinate of the point. The distance between points A and B, written as AB, is the absolute value of the difference of the coordinates of A and B.
1.2 Segment Addition Postulate
If B is between A and C, then AB + BC = AC. If AB + BC = AC, then B is between A and C.
1.3 Protractor Postulate
Consider a ray OB and a point
Read MoreEnglish Vocabulary: Everyday Words and Phrases
Everyday English Vocabulary
Phrasal Verbs with “Turn”
- Turn on/Switch on the TV: Encender el televisor
- Turn off/Switch off the TV: Apagar el televisor
- Turn up the TV: Subir volumen al televisor
- Turn down the TV: Bajar volumen al televisor
- Be on: The series is on now – La serie está en marcha ahora
- Turn over to another channel: Cambiar a otro canal
Phrasal Verbs with “Give”
- Give away some money: Donar un poco de dinero
- Give back: Devolver
Phrasal Verbs with “Take”
- Take out some money: Sacar algo de dinero
- Take
Technical Drawing Guide: Understanding Projections, Sections, and Dimensioning
ITEM 1 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)
FORMATS
- Drawing sheets used for technical drawings.
- Special characteristics:
- Margins
- Dimensions
- Labeling table
- Orientation signs
- Centering marks
- Folding marks
- Standardized by UNE noma: 1026-2 83 PART 2.
SYSTEM
- Most common system: A-series (A0, A1, A2, A3, A4, A5, etc.)
- A0 dimensions: 1189 mm x 841 mm
- Subsequent formats obtained by halving the longest side of the previous format.
Dimension:
A0: 841 x 1189
A1: 594 x 841
A2: 420 x 594
A3: 297 x 420
A4: 210 x 297
A5: 148 x 210
A6: 105 x 148
A7: 74
Ancient Art History: A Timeline of Masterpieces
Standard of Ur
Artist: Unknown
Period: Early Dynastic
Dates: 2400-2600 BCE
Origin: Iraq
Historical Significance:
This piece is an early example of historical storytelling. It displays agriculture, trade, and the spoils of war. The Standard of Ur was found in a royal tomb.
Victory Stele of Naram-Sin
Artist: Unknown
Period: Mesopotamian
Dates: 2254-2218 BCE
Origin: Iraq
Historical Significance:
The limestone piece displays hierarchy of scale as Naram-Sin climbs a mountain to heaven after defeating his enemies.
Read MorePlastic Arts Education: A Comprehensive Guide to Image, Drawing, and Sculpture
PLASTIC PRODUCTION TO SCHOOL:
observation (q perception should be developed); any concentration (mental effort with continuous feedback) decision making (what equipment, space); release and / or self-control of emotions ( graphics first have to educate uncontrolled q); socialization habits (to work in groups and form infividual tb); cleaning habits; acceptance (and other productions).
WHAT IS AN IMAGE?
Mental images (of thought); natural images (environment, real qson) and images created (it ncessiten
Glossary of Art Terms
A
AEROPINTURA: A pictorial trend developed in the second Italian Futurism. It considers the airplane the ideal observatory of the new reality, where views are rolling and dynamic, and changing perspectives are reproduced using futuristic techniques.
ALMUHADILLADO: Masonry with beveled or recessed joints.
ANVIL: A tool used by blacksmiths or silversmiths (Tas) on which metal is hammered.
AUCTION: A public sale of property to the highest bidder.
B
BALUSTRADE: A series of balusters forming a railing.
BISCUIT:
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