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Formula of Epsilon Naught Value. Dimensional Formula of Epsilon Naught = M⁻¹L⁻³T⁴A². Derivation of the Formula of Epsilon Naught. According to Coulomb’s Law: F = (1/4πε₀) q1q2/r². ε₀ = (1/4πF) q1q2/r². Dimension formula of F=M¹L¹T⁻². Charge = q = IXT = AxT¹, where A represents = electric current
Earning per share is the portion of a company's profit allocated to each outstanding share of the common stock.
Earning per share (EPS) is a very important measure which indicates the profitability of the organization in terms of outstanding shares on a particular date. Term EPS is very much important for the shareholders and the people who deals in stock. The higher is the EPS , more is the profitability of the company.
Solved Examples for Boiling Point Formula. Question – The boiling point elevation constant, kb, for CS2 is 2.3 (degrees celsius) and its boiling point is 46.3 (degrees Celsius). What would be the boiling point of a 1 tenth saturated solution of S8 in CS2? Calculate using Boiling Point Formula. Solution – W e’ve, ΔTb=Kb·bB
The degree of financial leverage is a ratio used in corporate finance to measure the affect of EPS (earning per share) to the fluctuation in the operating income EBIT( earning before interest and taxes).
Financial break even of EBIT is that level when the EPS is zero. Financial break even is that level when the company has recovered its fixed financial charges i.e. interest on debt and preference dividend.
The formula for calculating the point of indifference is as follows [(X-I1) (1 ... Alternative 2 EPS = ...
The formula for Financial leverage is EBIT/ EBT. Was this answer helpful? 5. Similar Questions. Q1 ...
There are circumstances under which the shares of a stakeholder can be forfeited by the company under the provisions of the law. So what is done with the forfeited shares? And how are the previous accounting entries reversed? Let us take a look at the meaning and effect of forfeiture of shares.
Determinant of a Matrix is a number that is specially defined only for square matrices. Determinants are mathematical objects that are very useful in the analysis and solution of systems of linear equations. Determinants also have wide applications in Engineering, Science, Economics and Social Science as well.
