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1) "Equity" -- As to equity acceleration eq·ui·ty
Pronunciation: 'e-kw&-tE
Function: noun
Inflected Form(s): plural -ties
Etymology: Middle English equite, from Anglo-French equité, from Latin aequitat-, aequitas, from aequus equal, fair
1 a : justice according to natural law or right; specifically : freedom from bias or favoritism b : something that is equitable
2 a : a system of law originating in the English chancery and comprising a settled and formal body of legal and procedural rules and doctrines that supplement, aid, or override common and statute law and are designed to protect rights and enforce duties fixed by substantive law b : trial or remedial justice under or by the rules and doctrines of equity c : a body of legal doctrines and rules developed to enlarge, supplement, or override a narrow rigid system of law
3 a : a right, claim, or interest existing or valid in equity b : the money value of a property or of an interest in a property in excess of claims or liens against it c : a risk interest or ownership right in property d : the common stock of a corporation Pronunciation Symbols
The Court of Chancery, London, early 19th century Equity is the name given to the set of legal principles, in countries following the English common law tradition (see English law), which supplement strict rules of law where their application would operate harshly, so as to achieve what is sometimes referred to as "natural justice." It is often confusingly contrasted with "law," which in this context refers to "statutory law" (the laws enacted by Parliament), and "common law" (the principles established by judges when they decide cases). - 1 Distinction between law and equity
- 2 History
- 3 Development of equity in England
- 4 Statute of Uses 1535
- 5 Comparison of equity traditions in common law countries
- 5.1 United States from 1789
- 6 Footnotes
- 7 See also
- 8 External links
| In modern practice, perhaps the most important distinction between law and equity is the set of remedies each offers. The most common remedy a court of law can award is money damages. Equity, however, enters injunctions or decrees directing someone either to act or to forbear from acting. Often this form of relief is in practical terms more valuable to a litigant. A plaintiff whose neighbor will not return his only milk cow, which wandered onto the neighbor's property, for example, may want that particular cow back and not just its monetary value. Law courts also enter orders, called "writs" (such as a writ of habeas corpus) but they are less flexible and less easily obtained than an injunction. Another distinction is the unavailability of a jury in equity. Equitable remedies can be dispensed only by a judge as it ..."
2) "Acceleration" -- As to equity acceleration ac·cel·er·a·tion
Pronunciation: ik-"se-l&-'rA-sh&n, (")ak-
Function: noun
1 : the act or process of accelerating : the state of being accelerated
2 : the rate of change of velocity with respect to time; broadly : change of velocity Pronunciation Symbols
Acceleration is the time rate of change of velocity, and at any point on a velocity-time graph, it is given by the slope of the tangent to that point In physics or physical science, acceleration (symbol: a) is defined as the rate of change (or derivative with respect to time) of velocity. It is thus a vector quantity with dimension length/time². In SI units, acceleration is measured in meters/second² using an accelerometer. - 1 Explanation
- 2 Relation to relativity
- 3 See also
- 4 References
- 5 External links
| To accelerate an object is to change its velocity, which is accomplished by altering either its speed or direction (as in the case of uniform circular motion) in relation to time. In this strict mathematical sense, acceleration can have positive and negative values (deceleration). Any time that the sign (+ or -) of the acceleration is the same as the sign of the velocity, the object will speed up. If the signs are opposite, the object will slow down. Acceleration is a vector defined by properties of magnitude (size or measurability) and direction. When either velocity or direction are changed, there is acceleration (or deceleration) also OR , i.e. Velocity can be thought of as the integral of acceleration with respect to the time. (Note, this can be a definite or indefinite integration). - a is the acceleration vector (as acceleration is a vector, it must be described with both a direction and a magnitude).
- v is the velocity function
- x is the position function (also known as displacement or change in position)
- t is time
- d is Leibniz's notation for differentiation
When velocity is plotted against..."
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