{"id":24656,"date":"2021-07-15T09:11:20","date_gmt":"2021-07-15T09:11:20","guid":{"rendered":"http:\/\/csr.questionbank.lk\/?p=24656"},"modified":"2024-12-23T19:39:13","modified_gmt":"2024-12-23T19:39:13","slug":"what-is-price-action-trading","status":"publish","type":"post","link":"http:\/\/csr.questionbank.lk\/?p=24656","title":{"rendered":"What is Price Action Trading?"},"content":{"rendered":"<p><img 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width=\"607px\" alt=\"what is price action in forex\"\/><\/p>\n<p><p>However, traders should be aware of&nbsp;survivorship bias, as only success stories make news. It involves implementing stop-loss orders and position sizing techniques to protect capital and minimize potential losses. By managing risk effectively, traders can ensure longevity in the markets.<\/p>\n<\/p>\n<p><p>She hosts a weekly podcast, &#8220;Let&#8217;s Talk Forex&#8221;, alongside Chris and has produced over 100 Forex educational videos for the FxScouts YouTube channel. She also writes weekly technical analyses and has tested and reviewed over 100 Forex brokers. Fear, greed and market expectations are the elements that compose the overall sentiment of the market and this, in turn, will lead to patterns in market behaviour. <a href=\"https:\/\/www.forex-world.net\/blog\/williams-percentage-range-williams-percent-range\/\">Williams percentage range<\/a> Price action trading often works because a price chart shows market behaviour.<\/p>\n<\/p>\n<p><h2>Price action continuation patterns<\/h2>\n<\/p>\n<p><div style='text-align:center'><iframe width='569' height='318' src='https:\/\/www.youtube.com\/embed\/G9RZ2lA4uNA' frameborder='0' alt='what is price action in forex' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>Price action trading also includes tactics from important market levels. Some traders may contend that price movement offers all the Forex price action signs one could possibly require to create a successful and highly probable trading strategy. A scalping strategy\u200b\u200b aims to trade in the trend direction and enter during a pullback when the price starts moving back in the trending direction. To do this, traders look for engulfing patterns to signal an entry, such as when a candle in the trending direction envelops a candle in the pullback direction. It provides insights into the strength of buying or selling pressure.<\/p>\n<\/p>\n<p><h2>Key Elements of Price Action Analysis<\/h2>\n<\/p>\n<p><p>It\u2019s not hard to see why traders fall in love with it easily \u2013 it\u2019s a type of trading that doesn\u2019t care \u2018why\u2019 something happened on the chart, but more \u2018what is likely\u2019 to happen next. There is a strong move to the upside after the price drops below the 61.8% level. Renko charts\u200b\u200b form bricks, where each new brick appears once the price has moved a specified amount.<\/p>\n<\/p>\n<p><p>A price chart may be used to view this trail, which is the market&#8217;s price movement or price action. Understanding the mechanics of price action and developing a highly effective price action trading strategy has the potential to be highly profitable. In this article, we explore the techniques and indicators that will help in building this strategy. Technical traders rate price action trading very highly, as they believe that it puts them in the best position to make more profitable trades. This is the H4 chart of the AUD\/USD forex pair where we have a falling wedge reversal pattern after a price decrease.<\/p>\n<\/p>\n<p><p>If the price then makes a lower swing high as well, this means that a reversal is underway. This does not mean that things cannot go back the other way, allowing the uptrend to resume. The evidence simply indicates that a reversal is likely to happen. The below Tesla TSLA chart shows a price action reversal from uptrend to downtrend, and then back to an uptrend. Price action trading is the same across all markets, even forex trading\u200b\u200b. Currencies trade 24 hours per day, yet some forex pairs are less likely to move when their respective markets are not open, even if a price action signal develops.<\/p>\n<\/p>\n<p><h2>Trading Price Action Trends<\/h2>\n<\/p>\n<p><img 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\" width=\"606px\" alt=\"what is price action in forex\"\/><\/p>\n<p><p>The next thing we see is a sharp decline of about 67 pips for 8 hours. Note that in order to discover candlestick patterns on your chart, you should actually <a href=\"https:\/\/www.topforexnews.org\/investing\/chinese-companies-listed-on-major-u-s-stock\/\">chinese companies listed on major u s. stock exchanges<\/a> use a Japanese candlestick chart configuration. If you are using a line chart or bar chart you will simply have no candles to analyze. The difference, though, is that channels have another level, which forms a corridor with the trend. When we confirm a channel on the chart, we expect the price to bounce as a ping pong ball from the upper and the lower level of the channel. This gives the price action trader a clear view of when the price will change direction and for how long  it will go in this direction.<\/p>\n<\/p>\n<p><p>There have been many profitable price  action traders, but it takes time to learn price action strategies, and spot trends, patterns, and <a href=\"https:\/\/www.day-trading.info\/blueberry-markets-review-is-a-scam-or-legit-broker\/\">blueberry markets review is a scam or legit broker<\/a> reversals. Price action is often subjective, and different traders may interpret the same chart or price history differently, leading to different decisions. Another limitation of price action trading is that past price action is not always a valid predictor of future outcomes.<\/p>\n<\/p>\n<p><h2>Learn to trade<\/h2>\n<\/p>\n<p><p>A security\u2019s price is one of the ultimate indicators of success \u2014 after all, price movements within the financial markets produce profits or losses. Get started with price action trading by listening to our podcast below with American author and&nbsp;technical analyst, Brian Shannon. Instead of depending entirely on technical indicators, price action trading enables a trader to read the market and make subjective trading decisions based on recent and actual price moves.<\/p>\n<\/p>\n<ol>\n<li>We use what information we have on the chart to establish a directional bias, and wait for signals to confirm our belief.<\/li>\n<li>They plot the closing prices of currency pairs over a specific period of time, connecting them with a line.<\/li>\n<li>Any of the price action strategies mentioned above can be used as part of a swing trading strategy\u200b\u200b.<\/li>\n<li>They are drawn on a chart to connect consecutive highs or lows, creating a visual representation of the trend.<\/li>\n<li>In the share market, it may mean risking a few cents a share in or order to make a few cents.<\/li>\n<\/ol>\n<p><p>This offers you more chances to make profitable trades compared to markets with small price changes, where you might find yourself waiting for something to happen. Candlestick patterns like pin bars and engulfing candles, which can signal reversals or continuations. Price action trading works great across a broad range of markets and timeframes. It has also stood the test of time, delivering excellent results for decades for many professional traders. If you master it, you will have a trading method you can use for reliable profits again and again.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='560' height='312' src='https:\/\/www.youtube.com\/embed\/ydVIMEyGIac' frameborder='0' alt='what is price action in forex' allowfullscreen><\/iframe><\/div>\n<\/p>\n<div class=\"pvc_clear\"><\/div>\n<p id=\"pvc_stats_24656\" class=\"pvc_stats all  \" data-element-id=\"24656\" style=\"\"><i class=\"pvc-stats-icon medium\" aria-hidden=\"true\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" version=\"1.0\" viewBox=\"0 0 502 315\" preserveAspectRatio=\"xMidYMid meet\"><g transform=\"translate(0,332) scale(0.1,-0.1)\" fill=\"\" stroke=\"none\"><path d=\"M2394 3279 l-29 -30 -3 -207 c-2 -182 0 -211 15 -242 39 -76 157 -76 196 0 15 31 17 60 15 243 l-3 209 -33 29 c-26 23 -41 29 -80 29 -41 0 -53 -5 -78 -31z\"\/><path d=\"M3085 3251 c-45 -19 -58 -50 -96 -229 -47 -217 -49 -260 -13 -295 52 -53 146 -42 177 20 16 31 87 366 87 410 0 70 -86 122 -155 94z\"\/><path d=\"M1751 3234 c-13 -9 -29 -31 -37 -50 -12 -29 -10 -49 21 -204 19 -94 39 -189 45 -210 14 -50 54 -80 110 -80 34 0 48 6 76 34 21 21 34 44 34 59 0 14 -18 113 -40 219 -37 178 -43 195 -70 221 -36 32 -101 37 -139 11z\"\/><path d=\"M1163 3073 c-36 -7 -73 -59 -73 -102 0 -56 133 -378 171 -413 34 -32 83 -37 129 -13 70 36 67 87 -16 290 -86 209 -89 214 -129 231 -35 14 -42 15 -82 7z\"\/><path d=\"M3689 3066 c-15 -9 -33 -30 -42 -48 -48 -103 -147 -355 -147 -375 0 -98 131 -148 192 -74 13 15 57 108 97 206 80 196 84 226 37 273 -30 30 -99 39 -137 18z\"\/><path d=\"M583 2784 c-38 -19 -67 -74 -58 -113 9 -42 211 -354 242 -373 16 -10 45 -18 66 -18 51 0 107 52 107 100 0 39 -1 41 -124 234 -80 126 -108 162 -133 173 -41 17 -61 16 -100 -3z\"\/><path d=\"M4250 2784 c-14 -9 -74 -91 -133 -183 -95 -150 -107 -173 -107 -213 0 -55 33 -94 87 -104 67 -13 90 8 211 198 130 202 137 225 78 284 -27 27 -42 34 -72 34 -22 0 -50 -8 -64 -16z\"\/><path d=\"M2275 2693 c-553 -48 -1095 -270 -1585 -649 -135 -104 -459 -423 -483 -476 -23 -49 -22 -139 2 -186 73 -142 361 -457 571 -626 285 -228 642 -407 990 -497 242 -63 336 -73 660 -74 310 0 370 5 595 52 535 111 1045 392 1455 803 122 121 250 273 275 326 19 41 19 137 0 174 -41 79 -309 363 -465 492 -447 370 -946 591 -1479 653 -113 14 -422 18 -536 8z m395 -428 c171 -34 330 -124 456 -258 112 -119 167 -219 211 -378 27 -96 24 -300 -5 -401 -72 -255 -236 -447 -474 -557 -132 -62 -201 -76 -368 -76 -167 0 -236 14 -368 76 -213 98 -373 271 -451 485 -162 444 86 934 547 1084 153 49 292 57 452 25z m909 -232 c222 -123 408 -262 593 -441 76 -74 138 -139 138 -144 0 -16 -233 -242 -330 -319 -155 -123 -309 -223 -461 -299 l-81 -41 32 46 c18 26 49 83 70 128 143 306 141 649 -6 957 -25 52 -61 116 -79 142 l-34 47 45 -20 c26 -10 76 -36 113 -56z m-2057 25 c-40 -58 -105 -190 -130 -263 -110 -324 -59 -707 132 -981 25 -35 42 -64 37 -64 -19 0 -241 119 -326 174 -188 122 -406 314 -532 468 l-58 71 108 103 c185 178 428 349 672 473 66 33 121 60 123 61 2 0 -10 -19 -26 -42z\"\/><path d=\"M2375 1950 c-198 -44 -350 -190 -395 -379 -18 -76 -8 -221 19 -290 114 -284 457 -406 731 -260 98 52 188 154 231 260 27 69 37 214 19 290 -38 163 -166 304 -326 360 -67 23 -215 33 -279 19z\"\/><\/g><\/svg><\/i> <img src=\"http:\/\/csr.questionbank.lk\/wp-content\/plugins\/page-views-count\/ajax-loader.gif\" border=0 \/><\/p>\n<div class=\"pvc_clear\"><\/div>\n","protected":false},"excerpt":{"rendered":"<p>However, traders should be aware of&nbsp;survivorship bias, as only success stories make news. It involves implementing stop-loss orders and position sizing techniques to protect capital and minimize potential losses. By managing risk effectively, traders can ensure longevity in the markets. She hosts a weekly podcast, &#8220;Let&#8217;s Talk Forex&#8221;, alongside Chris and has produced over 100 &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"http:\/\/csr.questionbank.lk\/?p=24656\"> <span class=\"screen-reader-text\">What is Price Action Trading?<\/span> Read More &raquo;<\/a><\/p>\n<div class=\"pvc_clear\"><\/div>\n<p id=\"pvc_stats_24656\" class=\"pvc_stats all  \" data-element-id=\"24656\" style=\"\"><i class=\"pvc-stats-icon medium\" aria-hidden=\"true\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" version=\"1.0\" viewBox=\"0 0 502 315\" preserveAspectRatio=\"xMidYMid meet\"><g transform=\"translate(0,332) scale(0.1,-0.1)\" fill=\"\" stroke=\"none\"><path d=\"M2394 3279 l-29 -30 -3 -207 c-2 -182 0 -211 15 -242 39 -76 157 -76 196 0 15 31 17 60 15 243 l-3 209 -33 29 c-26 23 -41 29 -80 29 -41 0 -53 -5 -78 -31z\"\/><path d=\"M3085 3251 c-45 -19 -58 -50 -96 -229 -47 -217 -49 -260 -13 -295 52 -53 146 -42 177 20 16 31 87 366 87 410 0 70 -86 122 -155 94z\"\/><path d=\"M1751 3234 c-13 -9 -29 -31 -37 -50 -12 -29 -10 -49 21 -204 19 -94 39 -189 45 -210 14 -50 54 -80 110 -80 34 0 48 6 76 34 21 21 34 44 34 59 0 14 -18 113 -40 219 -37 178 -43 195 -70 221 -36 32 -101 37 -139 11z\"\/><path d=\"M1163 3073 c-36 -7 -73 -59 -73 -102 0 -56 133 -378 171 -413 34 -32 83 -37 129 -13 70 36 67 87 -16 290 -86 209 -89 214 -129 231 -35 14 -42 15 -82 7z\"\/><path d=\"M3689 3066 c-15 -9 -33 -30 -42 -48 -48 -103 -147 -355 -147 -375 0 -98 131 -148 192 -74 13 15 57 108 97 206 80 196 84 226 37 273 -30 30 -99 39 -137 18z\"\/><path d=\"M583 2784 c-38 -19 -67 -74 -58 -113 9 -42 211 -354 242 -373 16 -10 45 -18 66 -18 51 0 107 52 107 100 0 39 -1 41 -124 234 -80 126 -108 162 -133 173 -41 17 -61 16 -100 -3z\"\/><path d=\"M4250 2784 c-14 -9 -74 -91 -133 -183 -95 -150 -107 -173 -107 -213 0 -55 33 -94 87 -104 67 -13 90 8 211 198 130 202 137 225 78 284 -27 27 -42 34 -72 34 -22 0 -50 -8 -64 -16z\"\/><path d=\"M2275 2693 c-553 -48 -1095 -270 -1585 -649 -135 -104 -459 -423 -483 -476 -23 -49 -22 -139 2 -186 73 -142 361 -457 571 -626 285 -228 642 -407 990 -497 242 -63 336 -73 660 -74 310 0 370 5 595 52 535 111 1045 392 1455 803 122 121 250 273 275 326 19 41 19 137 0 174 -41 79 -309 363 -465 492 -447 370 -946 591 -1479 653 -113 14 -422 18 -536 8z m395 -428 c171 -34 330 -124 456 -258 112 -119 167 -219 211 -378 27 -96 24 -300 -5 -401 -72 -255 -236 -447 -474 -557 -132 -62 -201 -76 -368 -76 -167 0 -236 14 -368 76 -213 98 -373 271 -451 485 -162 444 86 934 547 1084 153 49 292 57 452 25z m909 -232 c222 -123 408 -262 593 -441 76 -74 138 -139 138 -144 0 -16 -233 -242 -330 -319 -155 -123 -309 -223 -461 -299 l-81 -41 32 46 c18 26 49 83 70 128 143 306 141 649 -6 957 -25 52 -61 116 -79 142 l-34 47 45 -20 c26 -10 76 -36 113 -56z m-2057 25 c-40 -58 -105 -190 -130 -263 -110 -324 -59 -707 132 -981 25 -35 42 -64 37 -64 -19 0 -241 119 -326 174 -188 122 -406 314 -532 468 l-58 71 108 103 c185 178 428 349 672 473 66 33 121 60 123 61 2 0 -10 -19 -26 -42z\"\/><path d=\"M2375 1950 c-198 -44 -350 -190 -395 -379 -18 -76 -8 -221 19 -290 114 -284 457 -406 731 -260 98 52 188 154 231 260 27 69 37 214 19 290 -38 163 -166 304 -326 360 -67 23 -215 33 -279 19z\"\/><\/g><\/svg><\/i> <img src=\"http:\/\/csr.questionbank.lk\/wp-content\/plugins\/page-views-count\/ajax-loader.gif\" border=0 \/><\/p>\n<div class=\"pvc_clear\"><\/div>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[28],"tags":[],"_links":{"self":[{"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=\/wp\/v2\/posts\/24656"}],"collection":[{"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=24656"}],"version-history":[{"count":1,"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=\/wp\/v2\/posts\/24656\/revisions"}],"predecessor-version":[{"id":24657,"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=\/wp\/v2\/posts\/24656\/revisions\/24657"}],"wp:attachment":[{"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=24656"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=24656"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/csr.questionbank.lk\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=24656"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}