# equation definition

• noun:
• The act or means of equating or of being equated.
• hawaii to be equal.
• Mathematics A statement asserting the equality of two expressions, usually written as a linear selection of signs that are separated into left and correct sides and joined by an equal sign.
• Chemistry A representation of a chemical reaction, usually written as a linear range where symbols and levels of the reactants are separated from those associated with products by the same sign, an arrow, or a set of opposing arrows.
• A complex of variable elements or aspects: "the planet ended up being filled with equations . . . there should be an answer for everything, if perhaps you understood how-to established the concerns” ( Anne Tyler).
• An assertion that two expressions are equal, expressed by composing the two expressions separated by the same indication; where you're to ascertain a specific quantity.
• A small modification to observed values to eliminate the effects of organized errors in an observation.
• A making equal; equal unit; equality; balance.
• a manifestation associated with the condition of equality between two algebraic amounts or units of volumes, the sign = becoming placed between them
• A quantity becoming applied in processing the mean destination or any other element of a celestial body; that's, anybody associated with the a number of amounts is put into, or extracted from, its place as calculated on the theory of a mean consistent movement, to find its real position as resulting from its actual and unequal movement.
• A making equal, or an equal unit; equivalence.
• In math, a proposition asserting the equivalence of two amounts, and expressed by the indication = between them; or a manifestation of the same quantity in 2 terms dissimilar but of equal value: as, 3 lb. = 48 oz.; x = b + m − roentgen.
• In astronomy, the modification or volume is included with or subtracted from the mean position of a heavenly human anatomy to obtain the real place; also, in a far more general feeling, the modification as a result of any incorrect supposition whatever.
• In chem., an accumulation signs used to indicate that a couple of definite systems, quick or element, having been brought inside the sphere of substance action, a reaction will need spot, and new bodies be produced.
• An equation for the constant motion of a liquid, particularly, in which p could be the force, ρ the density, V the potential regarding the impressed forces, q the velocity, and C a continuing for each stream-line and vortex-line, and in the scenario of irrotational motion a constant for many area.
• with modern authors, a solution that is a particular situation regarding the general option;
• with older writers, any answer maybe not general. One solution is the one which is neither general nor implied in basic answer. The complete integral of a partial differential equation is a remedy containing the total wide range of arbitrary constants or functions.
• In contemporary writings, the modification becoming placed on the positioning of a planet or to the time of an eclipse, etc., due to the finite velocity of light.
• In modern-day astron., the surplus associated with true on the mean anomaly. (Gauss, Theoria Motus, I. 7.)
• The equation associated with argument. (Kepler, De Motibus Martis, I. iv.)
• Any one of usual equations of hydrodynamics, where the aspects of the velocity at fixed points of area are taken as variables: so named in contradistinction towards Lagrangian equations in which the coordinates of an absolute particle tend to be taken as variables; these equations, though additionally discovered by Euler, having already been employed by Lagrauge.
• an over-all equation of hydrodynamics, for which, rather than taking into consideration the velocity at each and every fixed point of area, the motion of every particle is followed away. This can be known as a Lagrangian equation because used by Lagrange in his “Méchanique Analitique,” though developed by Euler.
• An equation of analytical geometry which particular curves tend to be represented by single letters. Hence, if U = 0, V = 0, W = 0, represent the equations of three sectors, Ultraviolet = W is the symbolic equation of a bicircular quartic
• in calculus, an equation which contains no differentials.
• the work of regarding as equal
• a state to be essentially equal or comparable; equally balanced
• a mathematical declaration that two expressions tend to be equal
• The act or means of equating or to be equated.
• hawaii to be equal.
• Mathematics A statement asserting the equivalence of two expressions, usually written as a linear selection of symbols which can be sectioned off into remaining and right edges and joined up with by the same indication.
• Chemistry A representation of a chemical effect, typically written as a linear array in which the symbols and degrees of the reactants are divided from those of this items by the same indication, an arrow, or a couple of opposing arrows.
• A complex of variable elements or facets: "the whole world ended up being full of equations . . . there has to be a solution for every thing, if perhaps you understood how exactly to established the questions” ( Anne Tyler).
• An assertion that two expressions are equal, expressed by composing both expressions divided by the same sign; where you're to find out a particular quantity.
• a tiny correction to observed values to remove the consequences of organized errors in an observation.
• A making equal; equal unit; equality; balance.
• An expression regarding the problem of equality between two algebraic quantities or units of volumes, the indication = becoming placed between them
• A quantity to be applied in processing the mean location or other section of a celestial body; that is, any one of this a few quantities become put into, or obtained from, its place as determined from the theory of a mean consistent motion, to find its real position as caused by its actual and unequal motion.
• A making equal, or an equal unit; equality.
• In math, a proposition asserting the equality of two volumes, and expressed because of the sign = between them; or a manifestation of the identical quantity in two terms dissimilar but of equal price: because, 3 lb. = 48 oz.; x = b + m − roentgen.
• In astronomy, the modification or volume become put into or subtracted from the mean position of a heavenly body to obtain the real position; additionally, in an even more general feeling, the modification arising from any incorrect supposition whatever.
• In chem., an accumulation of symbols familiar with suggest that several definite figures, easy or ingredient, having already been brought inside the sphere of substance action, a reaction takes spot, and brand-new figures be created.
• An equation for constant movement of a liquid, namely, where p may be the pressure, ρ the density, V the possibility associated with impressed forces, q the velocity, and C a constant for every single stream-line and vortex-line, plus in the way it is of irrotational motion a constant for many space.
• with modern-day authors, an answer which is a particular situation associated with basic option;
• with older article authors, any answer maybe not general. A singular option would be the one which is neither general nor implied within the general solution. The entire integral of a partial differential equation is an answer containing the full quantity of arbitrary constants or functions.
• In modern-day writings, the correction becoming placed on the positioning of a planet or even to enough time of an eclipse, etc., due to the finite velocity of light.
• In modern astron., the surplus of the real over the mean anomaly. (Gauss, Theoria Motus, I. 7.)
• The equation associated with argument. (Kepler, De Motibus Martis, I. iv.)
• anyone associated with normal equations of hydrodynamics, where the aspects of the velocity at fixed points of area tend to be taken as factors: so-called in contradistinction to your Lagrangian equations where coordinates of an absolute particle tend to be taken as variables; these equations, however additionally found by Euler, having been employed by Lagrauge.
• The work or procedure of equating or to be equated.
• their state to be equal.
• Mathematics A statement asserting the equality of two expressions, often written as a linear array of signs which can be partioned into remaining and correct sides and joined by an equal sign.
• Chemistry A representation of a chemical effect, often written as a linear variety in which the symbols and degrees of the reactants tend to be separated from those associated with services and products by the same indication, an arrow, or a couple of opposing arrows.
• an over-all equation of hydrodynamics, in which, in the place of considering the velocity at each fixed-point of area, the motion of each and every particle is followed on. This really is known as a Lagrangian equation because used by Lagrange inside the “Méchanique Analitique,” though devised by Euler.
• An equation of analytical geometry which certain curves are represented by solitary letters. Hence, if U = 0, V = 0, W = 0, represent the equations of three circles, Ultraviolet = W could be the symbolic equation of a bicircular quartic
• within the calculus, an equation containing no differentials.
• the work of with regards to as equal
• circumstances to be essentially equal or equivalent; similarly balanced
• a mathematical declaration that two expressions are equal
• A complex of variable elements or elements: "the planet had been high in equations . . . there must be a solution for every thing, only if you understood simple tips to established the concerns” ( Anne Tyler).
• An assertion that two expressions tend to be equal, expressed by writing the 2 expressions divided by an equal indication; from where you're to determine a specific quantity.
• a tiny correction to noticed values to remove the consequences of systematic errors in an observation.
• A making equal; equal division; equality; equilibrium.
• a manifestation of this condition of equivalence between two algebraic amounts or sets of amounts, the sign = becoming placed between them
• A quantity is used in processing the mean destination or any other component of a celestial body; that is, any one associated with the several quantities become put into, or obtained from, its place as computed regarding the hypothesis of a mean uniform motion, and discover its real place as resulting from its actual and unequal motion.
• A making equal, or the same unit; equality.
• In math, a proposition asserting the equivalence of two quantities, and expressed by the indication = among them; or an expression of the same quantity in two terms dissimilar but of equal value: because, 3 lb. = 48 oz.; x = b + m − r.
• In astronomy, the correction or quantity becoming put into or subtracted through the mean position of a heavenly human body to obtain the real position; in addition, in an even more general sense, the correction arising from any erroneous supposition whatever.
• In chem., a collection of signs regularly suggest that two or more definite systems, simple or chemical, having already been brought inside the sphere of chemical action, a reaction needs location, and brand-new figures be produced.
• An equation for the steady motion of a liquid, namely, where p is the pressure, ρ the density, V the potential of the impressed forces, q the velocity, and C a constant for each stream-line and vortex-line, and in the case of irrotational motion a constant for all space.
• with contemporary article writers, an answer that is a certain situation of general answer;
• with older article writers, any solution not basic. A singular option would be the one that is neither basic nor implied within the basic answer. The complete integral of a partial differential equation is a remedy containing the total few arbitrary constants or functions.
• In contemporary writings, the modification become placed on the position of a planet or even the time of an eclipse, etc., due to the finite velocity of light.
• In modern-day astron., the excess of this real on the mean anomaly. (Gauss, Theoria Motus, I. 7.)
• The equation for the debate. (Kepler, De Motibus Martis, I. iv.)
• Any one of the usual equations of hydrodynamics, where the components of the velocity at fixed points of room are taken as factors: so named in contradistinction towards the Lagrangian equations in which the coordinates of a definite particle are taken as variables; these equations, however also discovered by Euler, having already been used by Lagrauge.
• A general equation of hydrodynamics, in which, instead of considering the velocity at each fixed point of space, the motion of each particle is followed out. This is called a Lagrangian equation because used by Lagrange in his “Méchanique Analitique,” though invented by Euler.
• An equation of analytical geometry which certain curves tend to be represented by single letters. Thus, if U = 0, V = 0, W = 0, represent the equations of three groups, UV = W may be the symbolic equation of a bicircular quartic
• within the calculus, an equation which contains no differentials.
• the act of with regards to as equal
• a situation of being really equal or equivalent; equally balanced
• a mathematical declaration that two expressions are equal

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