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What about infinity That elusive thing we call infinity is entirely different from any whole number, or any other sort of number people usually imagine Mathematicians have found more than one type of infinity ! Depending on the context, infinity can be represented by a lemniscate ( ), the small Greek letter omega ( ), or the capital Hebrew letter aleph ( ) with a numeric subscript that defines its density

pin-out diagram shown in Figure 8-7, which will assist you in orienting the ICs The magnetometer project utilizes two main integrated circuits which are rather expensive, so we recommend using IC sockets As a good insurance policy locate two IC sockets and solder them in place for U1 and U2 If an IC fails at some later date down the road , you can simply unplug the defective one and replace it with a new one Note that the IC sockets will usually have a notch or cut-out at one end of the plastic package The lead just to the left of the notch is pin You will have to make sure that pin one (1) of each socket is connected to the correct components; refer to the schematic and parts layout diagrams Note pin one (1) of U1 goes to the anode of diodes D1 and D2, while pin one (1) of U2 is connected to pin six (6) of U1 When installing the ICs into their respective sockets, you will have to make sure pin one (1) of the IC is placed into pin one (1) of the socket to prevent damage to the integrated circuits It is a good time to take a short, well deserved rest and when we return we will examine the main circuit board for any possible cold solder joints or short circuits Pick up the main circuit board with the foil side facing upwards towards you Look over the main circuit board, we will be looking at the solder joints for possible cold solder joints The solder joints should all look clean, bright and shiny, if you see any solder joints that look dull, dark or blobby, you will need to un-solder the joint and remove the solder with a soldersucker and then re-solder the connection, so that the new solder joint looks good Next we will examine the.

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Computation of the radius of the circle expected to contain a given percentage of the points is not straightforward Various approximate formulae exist A few examples follow Let = max( n , e ) and = min( n , e ) De ne = / The rst formula is RCEP = 0589( n + e ) which is accurate to 3% for [02, 10] The second formula is RCEP = 0615 + 0562 which is much more accurate than the previous formula for [03, 10] For [00, 01], RCEP 0675 In addition to the statistics previously discussed, two additional measures are sometimes of interest: drms and 2drms The distance root-meansquare (drms) is the root-mean-square (RMS) value of the norm of the horizontal errors The formula for the drms measure is drms =

Fraction or ratio Sometimes a fraction is called a ratio These two terms are almost synonymous, but not quite The term fraction implies that a particular quantity is a part of some other quantity The term ratio expresses how two quantities are related in terms of their relative size or value Think of the Happyville-Bluesdale situation again If you say, It s seven-thirds times as far to Happyville as it is to Bluesdale, then you re using 7/3 as a fraction If you say, The ratio of the distance to Happyville compared with the distance to Bluesdale is seven to three, then you re saying the same thing, but in a different way You can write, The ratio of the distance to Happyville compared with the distance to Bluesdale is 7/3, and read 7/3 as seven to three If you want to make clear that you re talking about a ratio, you can use a colon instead of a slash to separate the 7 and the 3 You would then write something like, The Happyville-to-Bluesdale distance ratio is 7:3, reading 7:3 as seven to three Ratios are always expressed in terms of two integers, one divided by the other They re never expressed as a whole integer plus or minus a proper fraction

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