Sentence examples for in which the quantity from inspiring English sources
Cobweb cycle, in economics, fluctuations occurring in markets in which the quantity supplied by producers depends on prices in previous production periods.
Titration, process of chemical analysis in which the quantity of some constituent of a sample is determined by adding to the measured sample an exactly known quantity of another substance with which the desired constituent reacts in a definite, known proportion.
GI was predominant in one sample, in which the quantity of Cryptosporidium and Giardia was, respectively, three and eight times higher than the mean values.
This result differs from Champsaur, Drèze, and Henry ([1977]), in which the quantity of only one public good can be revised at each discrete date.
How one answered this question was extremely significant in discussions of the Eucharist, in which the quantity of the host, after consecration, no longer had a substance in which to inhere.
The release of the protecting group generates a bright red-orange colour solution in which the quantity of the DMT cation can be measured online by UV-vis spectroscopy at 495 nm (ϵ = 71,700 M−1 cm−1).
Furthermore, a series of mixtures with various water-binder ratios (W/B) were adopted to investigate the effect of binder amount to the properties of CLSM in which the quantities of binders were systematically varied from 4.0 to 5.41.
Conventional theories and experiments about magnetism assume that materials are in what is called "equilibrium," a condition in which the quantities defining a system (temperature, pressure, magnetization) are either constant or changing only very slowly.
The PRAL can be estimated relatively easily from dietary studies, using weekly diaries or regular questionnaires, in which the quantities ingested are analysed according to nutritional composition tables.
Several techniques have been proposed (Wilson et al, 1997a), such as 'explicit dosimetry', in which the quantities of light, drug and oxygen are continuously monitored during treatment.
In other words, Descartes' claim is that if a problem can be reduced to a single equation of degree not higher than six, in which the unknown quantity or quantities are expressed in terms of a known quantity, then the roots of the equation can be constructed by straightedge and circle, or by conic, or by a more complicated curve that does not have degree higher than four.
