\displaystyle \textbf{Nominal Value (N.V.) or Face Value}
\displaystyle \text{The Nominal Value (N.V.) of a share is also called its Face Value (F.V.).}
\\
\displaystyle \textbf{Market Value (M.V.)}
\displaystyle \text{The price at which a share is bought or sold in the market is called its Market Value (M.V.).}
\displaystyle \text{The Market Value may be greater than, equal to, or less than the Face Value depending on}
\displaystyle \text{the demand for the share and the company's profitability.}
\\
\displaystyle \textbf{Possible Scenarios}
\displaystyle \text{1. Market Value = Face Value (Share is said to be At Par)}\Rightarrow\text{M.V.}=\text{N.V.}
\displaystyle \text{2. Market Value > Face Value (Share is said to be Above Par or At a Premium)}\Rightarrow\text{M.V.}>\text{N.V.}
\displaystyle \text{3. Market Value < Face Value (Share is said to be Under Par or At a Discount)}\Rightarrow\text{M.V.}<\text{N.V.}
\\
\displaystyle \textbf{Profit on Sale of Shares}
\displaystyle \text{Profit is the difference between the selling price and the purchase price of the shares.}
\displaystyle \text{Depending on tax laws, capital gains may be subject to short-term or long-term taxes.}
\\
\displaystyle \textbf{Dividend}
\displaystyle \text{Apart from capital gains, shareholders also earn Dividend.}
\displaystyle \text{Dividend is always calculated on the Face Value (Nominal Value) of the share.}
\displaystyle \text{In India, the Face Value is generally Rs. }10\text{ per share, though it may be lower if the}
\displaystyle \text{company has split its shares.}
\\
\displaystyle \textbf{Important Formulae}

\displaystyle \text{Sum Invested}=\text{Number of Shares}\times\text{Market Value of One Share}

\displaystyle \text{Number of Shares}=\frac{\text{Sum Invested}}{\text{Market Value of One Share}}

\displaystyle \text{Number of Shares}=\frac{\text{Total Dividend Received}}{\text{Dividend per Share}}

\displaystyle \text{Dividend Income}=\text{Number of Shares}\times\text{Rate of Dividend}\times\text{Face Value}

\displaystyle \text{Profit from Share Price}=\text{Number of Shares}\times(\text{Selling Price}-\text{Cost Price})

\displaystyle \text{Total Income}=\text{Profit}+\text{Dividend Income}

\displaystyle \text{Return on Investment}=\frac{\text{Dividend}+\text{Profit}}{\text{Total Investment}}

\displaystyle =\frac{\text{Dividend}+\text{Profit}}{\text{Cost Price of One Share}\times\text{Number of Shares}}

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