7 stocks with Beta of 1
What is Beta?
Beta coefficient is a measure of volatility compared to the market benchmark. A stock having beta of one means the stock’s movement is matching up with that of movement of markets. Higher beta stocks indicate high volatility while lower beta stocks indicate less volatility.
A negative beta stock means that the stock is moving in the opposite direction from the stock market i.e. when market is rising, a negative beta stock falls and when market is falling, a negative beta stocks rises.
The beta calculation helps investors to check how the stocks are performing as compared to the movement of markets. As in terms of markets, the benchmark indices are used to compare the stocks with the Indian stock market, BSE Sensex & Nifty 50.
We have found 7 such stocks which have a beta of 1 currently. They are as follows –
![](data:image/png;base64,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)
(Source - Ace Equity)
All the above stocks in the last year have been comparatively less risky and their movement has been in line with the movement of BSE Sensex.