FACTOID # 94: In pure number terms, more crimes are committed in America than in any other nation. The same goes for burglaries, car thefts, rapes and assaults.
 
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Encyclopedia > Analyte

An Analyte is the substance or chemical constituent that is undergoing analysis. It is the substance being measured in an analytical procedure. A chemical substance is any material substance used in or obtained by a process in chemistry: A chemical compound is a substance consisting of two or more chemical elements that are chemically combined in fixed proportions. ... An analysis is a critical evaluation, usually made by breaking a subject (either material or intellectual) down into its constituent parts, then describing the parts and their relationship to the whole. ...


For instance, in an immunoassay, the analyte may be the ligand or the binder, while in blood glucose testing, the analyte is glucose. An immunoassay is a biochemical test that measures the level of a substance in a biological liquid, typically serum or urine, using the reaction of an antibody or antibodies to its antigen. ... In chemistry, a ligand is an atom, ion or functional group that is bonded to one or more central atoms or ions, usually metals generally through coordinate covalent bond. ... The reaper-binder or binder was a farm implement that improved upon the reaper. ... In medicine, blood sugar is glucose in the blood. ... Glucose (Glc), a simple monosaccharide sugar, is one of the most important carbohydrates and is used as a source of energy in animals and plants. ...


  Results from FactBites:
 
Analytic Technologies -- Social Network Analysis & Cultural Domain Analysis (102 words)
Analytic Technologies -- Social Network Analysis and Cultural Domain Analysis
However, we still don't have a working phone for Analytic.
For now, please call Roberta on her cell phone at +1 978 502 7089).
Analytic function - Wikipedia, the free encyclopedia (636 words)
In mathematics, an analytic function is a function that is locally given by a convergent power series.
Analytic functions can be thought of as a bridge between polynomials and general functions.
The reciprocal of an analytic function that is nowhere zero, is analytic, as is the inverse of an invertible analytic function whose derivative is nowhere zero.
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