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Fibonacci - Maximum Profit Targets

This lesson we are going to work out the best way to take maximum profits from a position long or short. Many traders know how to get into a position but are often uncertain when they should get out.

In our last lesson we discussed Fibonacci levels and how to use these levels for entry and stop placement. So we have a sensible place to enter the market and a sensible place to put our stop loss now we need a logical target. Don't worry if this sounds a little complicated it isn't. From the last lesson you may remember that we calculated out retracement levels by measuring the distance between point A and point B. All we are going to do now is add another measurement called point C to get some fibonacci expansion ratios

 

We will eventually finish up with two targets. T1 and T2. We shall discuss which one to choose later. The formula for the calculations would look like this.
T1 = .618(B-A)+C
T2 = B-A+C

Let's assume an imaginary security called ABC.PTY. Point A shall be 189, Point B shall be 278 and point C shall be 245. It's in an up trend and the first move (A to B) is 89 (245-189). It then pulls back to point C. The distance between point B and point C is 33 (278-245). We can now calculate some numbers.
T1 = .618(278-189)+245 Target is 300
T2 = 278-189+245 Target is 334

The chart below is a 5-minute chart of the US dollar/ Canadian dollar (USD/CAD) as you can see A is 1.4900, B is 1.4837 and C is 1.4863. Therefore:
T1 = .618(1.4837-1.4900)+1.4863 Target is 1.4824
T2 = 1.4837-1.4900+1.4863 Target is 1.4800

In our next chart we have the 4 hour chart of the British Pound/ US dollar (GBP/USD) as you can see A is 1.5712, B is 1.5859 and C is 1.5782. Therefore:
T1 = .618(1.5859-1.5712)+1.5782 Target is 1.5873
T2 = 1.5859-1.5712+1.5782 Target is 1.5929