Question -

How to read the supply n demand price action?

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Thomas Ball
Answered 3 years, 4 months ago
<p>Using supply and demand zones as an analysis technique is popular among day traders. Zones define the sideways price action that precedes explosive price movements. They are marked out using a rectangle tool in the stocks, forex, or CFD trading platform.</p><p><img data-fr-image-pasted="true" 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" style="width: 506px;" class="fr-fic fr-dib fr-draggable fr-fil"></p><p><br></p><p><br></p>
5 Views
Vernon Petty
Answered 3 years, 3 months ago
<p id="isPasted">It is your duty as a trader to be aware of the current socio-economic and political indicators. Is there any economic or political upheaval that could affect the trading environment? Will there be a lot of volatility in the markets? Following that decision, a trader could implement a supply and demand trading strategy involving breakouts or ranges.</p><p>In trading the range, the market conditions are stable and not exceptional. If you are trading the range, selling high or buying low can be based on S&amp;R levels.&nbsp;</p><p>Supply and demand trading strategies are used when changes in market conditions are expected. …</p>
4 Views
David Hunter
Answered 2 years, 8 months ago
<p>In forex trading, the supply and demand price action refers to the movement of prices based on the balance of supply and demand in the market. When there is more demand for a particular currency than there is supply, the price of the currency will tend to rise. Conversely, when there is more supply than demand, the price of the currency will tend to fall.</p><p>To read the supply and demand price action in forex trading, you can look at the chart of the currency pair you are trading and pay attention to the price movements. If the price is …</p>
3 Views
Derrick Zastrow
Answered 2 years, 6 months ago
<p id="isPasted">Reading the supply and demand price action is a fundamental concept in technical analysis, which is a method used to evaluate securities by analyzing statistics generated by market activity, such as past prices and volume. The basic idea behind reading the supply and demand price action is to identify imbalances between the forces of supply and demand to determine the direction in which the price of a security is likely to move.</p><p>To read the supply and demand price action, you should look at the price chart of security and identify the areas where the price has risen and fallen …</p>
2 Views
Ross Middleton
Answered 1 year, 11 months ago
<p id="isPasted">Recognizing these zones can help traders anticipate potential support or resistance levels. By drawing trendlines that connect high and low points, traders gain insights into possible reversals or continuation patterns. Additionally, chart patterns such as head and shoulders or triangles are studied to gauge potential shifts in supply and demand dynamics.</p><p>Traders remain attentive to external factors such as news and events, which can swiftly alter supply and demand balances and influence price movements. Overall, understanding supply and demand price action involves a comprehensive analysis of various factors to develop informed predictions about the future direction of asset prices.</p>
1 View