Float-Adjusted Market Capitalisation Index Calculator

✖Fraction of Shares Outstanding refers to the proportion or percentage of a company's total outstanding shares that a particular investor, entity, or group holds.ⓘ Fraction of Shares Outstanding [f_i]			+10% -10%
✖Number of Shares Outstanding of Security refers to the total quantity of shares issued by a particular company that are held by investors.ⓘ Number of Shares Outstanding of Security [Qi]			+10% -10%
✖Price of the Security refers to the current market price at which a single share of a particular security is being bought or sold.ⓘ Price of the Security [P_i]			+10% -10%
✖Number of Securities in the Index refers to the total number of securities in the index during a point of time.ⓘ Number of Securities in the Index [N]			+10% -10%

✖Float Adjusted Market Capitalisation refers to a method of calculating the total market value of a company's outstanding shares, where only the freely tradable shares are considered.ⓘ Float-Adjusted Market Capitalisation Index [wi^fM]

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Formula

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Float-Adjusted Market Capitalisation Index

Formula

`"wi"^{"fM"} = ("f"_{"i"}*"Qi"*"P"_{"i"})/(sum(x,1,"N",("f"_{"i"}*"Qi"*"P"_{"i"})))`

Example

`"0.333333"=("0.85"*"300"*"125")/(sum(x,1,"3",("0.85"*"300"*"125")))`

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Float-Adjusted Market Capitalisation Index Solution

STEP 0: Pre-Calculation Summary

Formula Used

Float Adjusted Market Capitalisation = (Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security)/(sum(x,1,Number of Securities in the Index,(Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security)))
wi^fM = (f_i*Qi*P_i)/(sum(x,1,N,(f_i*Qi*P_i)))
This formula uses 1 Functions, 5 Variables

Functions Used

sum - Summation or sigma (∑) notation is a method used to write out a long sum in a concise way., sum(i, from, to, expr)

Variables Used

Float Adjusted Market Capitalisation - Float Adjusted Market Capitalisation refers to a method of calculating the total market value of a company's outstanding shares, where only the freely tradable shares are considered.
Fraction of Shares Outstanding - Fraction of Shares Outstanding refers to the proportion or percentage of a company's total outstanding shares that a particular investor, entity, or group holds.
Number of Shares Outstanding of Security - Number of Shares Outstanding of Security refers to the total quantity of shares issued by a particular company that are held by investors.
Price of the Security - Price of the Security refers to the current market price at which a single share of a particular security is being bought or sold.
Number of Securities in the Index - Number of Securities in the Index refers to the total number of securities in the index during a point of time.

STEP 1: Convert Input(s) to Base Unit

Fraction of Shares Outstanding: 0.85 --> No Conversion Required
Number of Shares Outstanding of Security: 300 --> No Conversion Required
Price of the Security: 125 --> No Conversion Required
Number of Securities in the Index: 3 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

wi^fM = (f_i*Qi*P_i)/(sum(x,1,N,(f_i*Qi*P_i))) --> (0.85*300*125)/(sum(x,1,3,(0.85*300*125)))

Evaluating ... ...

wi^fM = 0.333333333333333

STEP 3: Convert Result to Output's Unit

0.333333333333333 --> No Conversion Required

FINAL ANSWER

0.333333333333333 ≈ 0.333333 <-- Float Adjusted Market Capitalisation

(Calculation completed in 00.004 seconds)

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< 19 Equity Calculators

Float-Adjusted Market Capitalisation Index

Go Float Adjusted Market Capitalisation = (Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security)/(sum(x,1,Number of Securities in the Index,(Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security)))

Market Capitalization Index

Go Market Capitalization = (Number of Shares Outstanding of Security*Price of the Security)/(sum(x,0,Number of Securities in the Index,(Number of Shares Outstanding of Security*Price of the Security)))

Laspeyres Price Index

Go Laspeyres Price Index = ((sum(x,1,2,(Price in Final Period*Quantity in Base Period)))/(sum(x,1,2,(Price in Base Period*Quantity in Base Period))))*100

Paasche Price Index

Go Paasche Price Index = ((sum(x,1,3,(Price in Final Period*Quantity in Final Period)))/(sum(x,1,3,(Price in Base Period*Quantity in Final Period))))*100

Altman's Z Score Model

Go Zeta Value = 1.2*Working Capital+1.4*Retained Earnings+3.3*Earnings Before Interest and Taxes+0.6*Market Value of Equity+1.0*Total Sales

Capital Allocation Line

Go Expected Return on Portfolio = ((Expected Return on Treasury Bill*Weight of Treasury Bill)+(Expected Return of Stock*Weight of Stock))*100

Justified Forward Price to Earnings Ratio

Go Justified Forward Price to Earnings Ratio = (Dividend/Earnings Per Share)/(Cost of Equity-Growth Rate)

Margin Call Price

Go Margin Call Price = Initial Purchase Price*((1-Initial Margin Requirement)/(1-Maintenance Margin Requirement))

Dividend Coverage Ratio

Go Dividend Coverage Ratio = (Net Income-Preferred Dividend)/Common Dividend

Fisher Price Index

Go Fisher Price Index = sqrt(Laspeyres Price Index*Paasche Price Index)

Momentum Indicator

Go Momentum Indicator = (Closing Price of Particular Stock/Closing Price of Stock N Days Ago)*100

Marshall-Edgeworth Price Index

Go Marshall Edgeworth Price Index = (Laspeyres Price Index+Paasche Price Index)/2

Dividend Growth Rate

Go Dividend Growth Rate = (Previous Year Dividend/Current Year Dividend)-1

Price to Cash Flow Ratio

Go Price to Cash Flow Ratio = Current Share Price/Operating Cash Flow

Margin Account Value

Go Margin Account Value = (Margin Loan)/(1-Maintenance Margin)

Sustainable Growth Rate

Go Sustainable Growth Rate = Retention Ratio*Return on Equity

Ev to Ebitda Ratio

Go Enterprise Value to Ebitda Ratio = Enterprise Value/EBITDA

Maximum Leverage Ratio

Go Maximum Leverage Ratio = 1/Initial Margin Requirement

Equal Weighting

Go Equal Weighting = 1/Number of Securities in the Index

Float-Adjusted Market Capitalisation Index Formula

What is Float-Adjusted Market Capitalisation Index?

Float Adjusted Market Capitalization refers to a method of calculating the total market value of a company's outstanding shares, where only the freely tradable shares are considered.It excludes shares held by insiders, promoters, governments, or other entities that are not available for regular trading.
The float-adjusted market capitalization is calculated by multiplying the current market price of each outstanding share by the number of shares available for trading. This figure provides a more accurate representation of a company's market value because it reflects only the shares that are actively traded and available to investors.
This measure is particularly important for investors and analysts because it provides a clearer picture of a company's true market value and its attractiveness as an investment opportunity. It helps in comparing companies of different sizes more accurately and in assessing their liquidity and investment potential.

How to Calculate Float-Adjusted Market Capitalisation Index?

Float-Adjusted Market Capitalisation Index calculator uses Float Adjusted Market Capitalisation = (Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security)/(sum(x,1,Number of Securities in the Index,(Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security))) to calculate the Float Adjusted Market Capitalisation, The Float-Adjusted Market Capitalisation Index formula is a measure used to determine the total market value of a company's outstanding shares, adjusted to consider only the portion of shares that are available for trading in the open market. Float Adjusted Market Capitalisation is denoted by wi^fM symbol.

How to calculate Float-Adjusted Market Capitalisation Index using this online calculator? To use this online calculator for Float-Adjusted Market Capitalisation Index, enter Fraction of Shares Outstanding (f_i), Number of Shares Outstanding of Security (Qi), Price of the Security (P_i) & Number of Securities in the Index (N) and hit the calculate button. Here is how the Float-Adjusted Market Capitalisation Index calculation can be explained with given input values -> 0.333333 = (0.85*300*125)/(sum(x,1,3,(0.85*300*125))).

FAQ

What is Float-Adjusted Market Capitalisation Index?

The Float-Adjusted Market Capitalisation Index formula is a measure used to determine the total market value of a company's outstanding shares, adjusted to consider only the portion of shares that are available for trading in the open market and is represented as wi^fM = (f_i*Qi*P_i)/(sum(x,1,N,(f_i*Qi*P_i))) or Float Adjusted Market Capitalisation = (Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security)/(sum(x,1,Number of Securities in the Index,(Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security))). Fraction of Shares Outstanding refers to the proportion or percentage of a company's total outstanding shares that a particular investor, entity, or group holds, Number of Shares Outstanding of Security refers to the total quantity of shares issued by a particular company that are held by investors, Price of the Security refers to the current market price at which a single share of a particular security is being bought or sold & Number of Securities in the Index refers to the total number of securities in the index during a point of time.

How to calculate Float-Adjusted Market Capitalisation Index?

The Float-Adjusted Market Capitalisation Index formula is a measure used to determine the total market value of a company's outstanding shares, adjusted to consider only the portion of shares that are available for trading in the open market is calculated using Float Adjusted Market Capitalisation = (Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security)/(sum(x,1,Number of Securities in the Index,(Fraction of Shares Outstanding*Number of Shares Outstanding of Security*Price of the Security))). To calculate Float-Adjusted Market Capitalisation Index, you need Fraction of Shares Outstanding (f_i), Number of Shares Outstanding of Security (Qi), Price of the Security (P_i) & Number of Securities in the Index (N). With our tool, you need to enter the respective value for Fraction of Shares Outstanding, Number of Shares Outstanding of Security, Price of the Security & Number of Securities in the Index and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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