what is color?
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
what is a line
A mark with length and direction, created by a point that moves across a surface.
what is movement
a way of combining visual elements to produce a sense of action
what is unity?
one of the art's principles representing the sum of compositional elements. The arrangement of different pieces producing the harmonious, balanced, and complete whole
what does red and blue make
violet
what is primary colors
red, blue, and yellow
what is form?
Any three-dimensional object that can be measured by height, width, and depth.
what is emphasis?
An area in a work of art that catches and holds the viewer's attention.
what is contrast?
the large difference between things
what is orange?
the complementary of blue
what are angelous colors?
Blue, Blue-green, Green is an example of
what is texture?
smooth, roughness, and softness
what is variety?
The use of different lines, shapes, textures, colors, and other elements of design to create interest in a work of art.
what is hue?
a common name for color
what is green?
complementary of red
what is a tertiary/intermediate color?
a color made by mixing full saturation of one primary color with half saturation of another primary color and none of a third primary color, in a given color space such as RGB, CMYK (more modern) or RYB (traditional).
what is value?
lightness and darkness
what is proportion?
The relatino of one object to another in size, amount, number or degree.
what is harmony?
When a variety of elements work well together.
what is shade?
when you add black to a hue
what are neturals?
Mixing two complimentary colors
what is space?
positive and negative
What is asymmetrical balance?
A feeling of stability with different shapes.
what is rythym
Rhythm refers to the movement or the visual flow within a certain piece
what is tint?
where you can add white to a hue