PROF. CRAMP has proposedthat the dimensional expressions for the electrostatic and electromagnetic units may be simplified by regarding quantity of electricity Q as fundamental. To my reply, that including Q would cause confusion because, whereas M, L and T are quantities which vary with the ...
F. M. Dentonis obtained by admitting that as we cannot determine experimentally the dielectric and magnetic constants of space, we have no right to introduceand μrepresenting these hypothetical quantities into our equations and should confine ourselves to the numerical's and μ's of material ...
4. (Mathematics) maths the number of coordinates required to locate a point in space 5. (General Physics) physics a. the product or the quotient of the fundamental physical quantities (such as mass, length, or time) raised to the appropriate power in a derived physical quantity: the dime...
A complete, coherent system of units used for scientific work, in which the fundamental quantities are length, time, electric current, temperature, luminous intensity, amount of substance, and mass. The International System of Units unit of length is the meter; the unit of time is the second....
Conventially, the dimension of a unit is written between square brackets. The fundamental dimensional quantities are $[M]$, $[L]$, $[T]$ and $[A]$ to represent mass, length, time and charge respectively. All other quantities can be derrived in terms of these dimensions. Dimensions are...
Gene expression is a fundamental issue in genetics. Genes are atomic elements of genetic inheritance in a genome that hold information pertaining all corporal characteristics of a person. A gene expression in DNA can either transfer or reject a certain property to an individual [24]. In the fiel...
A dimensional formula can be defined as a way of representing a physical quantity in terms of number of fundamental quantities involved in making a unit. Generally, Mass, Length and time are used to representing the physical quantities in dimensional representation....
The manifoldness with which the fundamental units of time, length, and mass are involved in determining the units of other physical quantities. Note: Thus, since the unit of velocity varies directly as the unit of length and inversely as the unit of time, the dimensions of velocity are said...
In the SI System, we have 7 fundamental quantities and all of the other quantities can be represented using these seven fundamental quantities, which is why the other quantities are called derived quantities because they can be derived from the base quantities. The...
This is clearly proved in the introductory paragraph ; referring to the dimensions of 渭and KProf. Wilberforce writes : ``... these dimensions, and not merely the numerical values of the quantities, are both completely arbitrary, depending upon the units of measurement which may be selected''...