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weblineindia com for Indians step by step ✌️【Value Investing】✌️Start with ₹500 and grow your wealth using AI-powered investment strategies.JSW Steel, operating in theSteelsector and classified as aLargecapon thebse, currently has its share price at933.05The stock has experienced fluctuations today, with a low of₹912.2and a high of₹941.1Over the past 52 weeks, the shares have seen a low of₹762and a high of₹1063.35.In terms of performance,JSW Steelhas shown a return of1.12%in one day,-0.86%over the past month, and-4.69%in the last three months.Analyzing the technicals, the daily pivot level for the stock is set at929.67.
weblineindia com for Indians step by step ✌️【Value Investing】✌️Invest ₹500 in blockchain and earn up to 100% returns monthly.The resistance levels are identified as R1 at947.13, R2 at958.57, and R3 at976.03.
weblineindia com for Indians step by step ✌️【Value Investing】✌️Start with ₹500 and grow your wealth using AI-powered investment strategies.On the support side, the levels are marked as S1 at918.23, S2 at900.77, and S3 at889.33.In the realm of technical analysis for our subject stock, the moving averages present a detailed picture.
weblineindia com for Indians step by step ✌️【Value Investing】✌️Start with ₹500 and grow your wealth using AI-powered investment strategies.Over a short span of 5 days, the Simple Moving Average (SMA) stands at1006.99, while the Exponential Moving Average (EMA) is noted at974.42.
Extending the view to a 10-day period, the SMA adjusts to998.24with the EMA slightly differing at983.01.In a comparative analysis of stock performance within its sector,JSW Steelstands alongside several key competitors, each showcasing varied performance metrics over different time periods.JSW Steelitself has recorded performance figures of 1W % is-6.54over the past week,-0.87%in the last month, and-4.7%over the past three months.
Its six-month, one-year, three-year, and five-year performances are 6 month % is0.67, 1yr % is11.weblineindia com for Indians step by step Smart Wealth Management for Maximum Returns
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