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What term can also be defined as positive spaceWhich of these terms can also be defined as positive space?

The term "figure" can also be defined as positive space in design and art. Positive space refers to the area occupied by an object or subject in a composition, contrasting with negative space, which is the area surrounding it. In this context, "figure" represents the main elements or subjects that draw the viewer's attention.


Power is expressed in?

Power is often defined only in negative terms, and as a form of domination, but it can also be a positive force for individual and collective capacity to act.


What term can also be defined as positive space in artwork?

Figure, subject, focus can all be used to define positive space in artwork. It is the object or person-- the thing or subject-- that composes the painting or art. Negative space is the background and what surrounds the figure, subject or focus.


Which of these terms is also defined as unrestricted trade?

free trade


What is a good piece of literature defined by?

A good piece is defined by the deeper meaning beneath the text. it is also defined by the language and literary terms that are developed.


What terms could also be called the ground?

negative space


Why cant the adsolute value of a number be negtive?

That is because of the way the absolute value is defined. The absolute value of a positive number is positive, the absolute value of a negative number is also positive. The absolute value of zero is zero. Even in the complex numbers, the absolute value is defined in such a way that it is a real and positive number.


Which of these terms could also be called the ground?

Negative space


What does power mean in scientific terms?

Power is defined as energy per unit time. You can also say 'rate of doing work'.


Where can you find real life percentages?

All banks pay or charge interest on money and this is defined in terms of a percentage of the amount being deposited or borrowed. Most shops have to add taxes to the basic prices and may also offer sales defined in terms of percentage reductions.


Prove that Hilbert Space is a Metric Space?

The question doesn't make sense, or alternatively it is true by definition. A Hilbert Space is a complete inner product space - complete in the metric induced by the norm defined by the inner product over the space. In other words an inner product space is a vector space with an inner product defined on it. An inner product then defines a norm on the space, and every norm on a space induces a metric. A Hilbert Space is thus also a complete metric space, simply where the metric is induced by the inner product.


What is the definition of bailey?

Bailey is defined as the outer walls that surround a fortification and it can also be used to refer to the space between or outside these walls.