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risk-reward ratio that position traders enjoy compared with traders who work the lower time frames If you are in a position trade and nd yourself constantly checking the price to see where your position is, you probably have too much at risk on the trade In other words, you have too large a position on; this also is known as overtrading If you nd you are getting up in the middle of the night to check your position, you de nitely have too much at risk In a position trade or any trade you should be risking only a small percentage of your overall risk capital For professionals this may be as little as 05 to 1 percent For beginners, who are often undercapitalized by de nition, it should never be over 5 percent and preferably should be closer to 2 percent The biggest advantage of position trading is that you do not have to spend eight or more hours in front of a computer screen and have to check in only once a day The fact that you are trading on the higher time frames also means that you will catch larger price movements The disadvantage of position trading is the other side of the risk-reward coin: Your losses will tend to be larger than they would be if you were trading a smaller time frame We recommend always starting out with just one contract per position trade and keeping your stop far enough away from price so that you will not be knocked out prematurely by the larger intraday price swings in markets that are due to fundamental news releases and other day-to-day happenings in the world and in nancial markets Your stop generally should be placed just beyond the last swing high or low on the chart If you are not comfortable with the idea of losing that much money the distance from where you entered the trade to where your stop is you should not take the trade.

This integral converges if m, n > 0 To evaluate the Beta function in MATLAB, we use:

The first option in this new section, Type, lets you specify whether the faces on the resulting surface will be triangles or quads The next attribute you can choose is the Tessellation Method When one of these methods is selected, its options appear in the window section below Figure 7-2 shows a NURBS curve and the polygonal surface that is generated with each Tessellation Method choice From left to right, first is the NURBS curve, and then the surfaces generated by selecting General, Standard Fit, Count, and Control Points These methods are defined next

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object When the Revolve command was executed, the first tessellated surface shown in Figure 7-2 had the U Type and V Type attributes set to Per Span # of Iso Params with a value of 2 in both directions Since the isoparms in U were based on the spans of the source curve, the polygonal surface will have two segments for each span on the NURBS surface Since the Revolve node s Segments attribute was set to 8 in the Channel Box, this means that the resulting polygonal surface will have 16 segments in the V direction

it can based on the Chord Height Ratio setting This is the maximum distance from the curve that the face can appear The result always uses more faces to define curvy areas and fewer faces for flatter areas While you don t have precise control over the number of segments, as you did with the General setting, the polygonal surface will still be pretty efficient in that polygons are created only where they are needed

x = beta(m,n)

surface without any regard for the curvature The faces will be spread uniformly over the entire surface While this may be the easiest method for obtaining a desired polygon count, it also leads to the most inefficient surfaces because a curved area will be defined exactly the same as a flat area

existing control vertices in the NURBS surface as polygonal vertices No additional attributes control this setting This can be a useful method for tessellating an object that you plan to smooth or to convert to a subdivision surface later on When the Output Geometry is set to Polygons, Maya actually generates the surface as a NURBS object based on the surface command attributes and then converts it to polygons using one of these methods Therefore, in the Channel Box, you will notice the appearance of a node called nurbsTessellate1 above the Revolve node As you experiment with these methods, you can change the Tessellation Method and its attributes in the Channel Box

You can convert any existing NURBS surface to a polygonal surface by choosing Modify | Convert | NURBS to Polygons This gives you the exact same options that you can find by using one of the surface-generating options discussed in the preceding section In fact, when a surface is generated using one of the commands in the Surfaces menu, Maya internally generates a NURBS surface and then converts it using these same methods; so you end up with the same nurbsTessellate node in the surface s dependency graph Yet another way exists for accessing the same tessellation options You can find the General, Standard Fit, Count, and Control Points tessellation options in the Rebuild Surfaces Options window (choose Edit NURBS | Rebuild r) This results in the same nurbsTessellate node being placed above the NURBS surface to tessellate the object into polygons

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