Do you find Swing trading difficult? We have got you covered!

Rohit Kale
/ Categories: Knowledge, Technical
Do you find Swing trading difficult? We have got you covered!

Swing trading can be fun & interesting, provided you stick to your rules and be consistent in following them.  

Swing trading is arguably the most attractive trading style among traders. From newbies to professionals and baby boomers to millennials to Gen-Z, all have done swing trading at some point in their lives. We often hear- 'buy low, sell high’, ‘follow the trend’, etc but in reality, it is easier said than done. Moreover, 95 per cent of the traders lose money in their trading journey. Swing trading can be fun & interesting, provided you stick to your rules and be consistent in following them.  

So, without wasting much time, let us know more about how to be good at Swing trading! 

Allow us to introduce you to the basic rules of Swing trading: 

*Always trade on breakouts: Breakouts are far more essential in a swing trading setup. It indicates buying interest in the stock and it’s more likely to test higher levels than an average low momentum stock. 

*High volumes: High volumes are a must in swing trading as it demonstrates the participation level among the traders. More volume indicates strong interest among the traders in buying the stock. Institutional participation also adds a positive influence in selecting a trade that has high volumes. 

*Understanding price patterns: Price patterns are considered by every professional swing trader. It gives you a confirming picture of the trend and the likelihood of the stock achieving its targets increases.  

*Technical parameters: The key technical parameters like RSI, MACD, ADX, Fibonacci retracement, moving averages, etc. provide additional information about the stock that traders often fail to analyse. 

*Always keep a stop-loss: This is something that most traders tend to ignore. Unwilling to book a loss, traders end up making more losses. Stop-loss in trading is a must, note that! 

*Avoid illiquid stocks: Last but not the least, avoid illiquid stocks! You don’t want to get caught in a position that you couldn’t exit due to illiquidity in a stock. 

Now, let’s head towards some of our own examples that we had recommended to our readers in our Weekly Flash News Investment newsletter: 

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" style="width:601px; height:363px" />

The above graph is the daily chart of JAMNAAUTO, which we had recommended to our readers in our FNI vol. 38, issue no. 37. On June 30, we recommended the stock at Rs 122.10 level. It had formed a 23-week cup & handle pattern and was trading just at the pivot level. The RSI indicates bullish strength while ADX showed strong trend strength. The volumes were also above-average. As per our expectations, the stock traded higher and we asked our readers to book profit at Rs 135.50 levels thereby, booking a profit of a whopping 11 per cent in just two days!  

 

Graphical user interface, chart, histogram

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The above is the daily chart of TVSMOTOR, which we had recommended to our readers in our FNI vol. 38, issue no. 36. On June 23, we recommended our readers to buy the stock at Rs 772 levels. It formed a 31-week cup pattern with 37 per cent depth. The RSI was in the bullish zone and so was ADX, pointing in the north direction. The stock traded above all the key moving averages, which is a positive indication. The volumes were huge and attracted buyers. In just three trading sessions, we achieved a profit of over 6 per cent! 

Thus, traders, who had traded according to our strategy, would have made good profits! As we reiterate, swing trading is stress-free and profit making.

 

                                                                                                                                        

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