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    Lacsap's Fractions

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    Pascal’s triangle form multiple horizontal rows (n) and diagonal rows (r). The elements of the first diagonal row (r = 1) are a linear function of the row number n. For every other row‚ each element is a parabolic function of n. Where r represents the element number and n represents the row number. The row numbers that represents the same sets of numbers as the numerators in Lacsap’s triangle‚ are the second row (r = 2) and the seventh row (r = 7). These rows are respectively the third element in the triangle

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    quarter till (� ’s past) are fractions. In fact‚ all time telling is a fraction of x/60 with the exception of when it is time on the hour as it then becomes a whole number (60/60 = 1) For example‚ 36 minutes past the hour is 3/5 ’s.This concept of looking at a clock is applicable to everything. Any value of anything that is not a whole number is a fraction! After all‚ that is what a fraction is�.a part of a whole. And there are parts of a whole everywhere! If you don ’t believe this‚ then try baking a

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    infinities.” “There are infinite numbers between 0 and 1. There’s .1 and .12 and .112 and an infinite collection of others. Of course‚ there is a bigger infinite set of numbers between 0 and 2‚ or between 0 and a million. Some infinities are bigger than other infinities. A writer we used to like taught us that. There are days‚ many of them‚ when I resent the size of my unbounded set. I want more numbers than I’m likely to get‚ and God‚ I want more numbers for Augustus Waters than he got. But

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    What happens to the screen when you push 2nd ▲ over and over? 2nd ▼ over and over? ________________________________________________ 4. ∧ is called the "caret" button‚ and is used to raise a number to a power. Find 65 = ______. To square a number use x2 what is 562? _______ to cube a number‚ press MATH and select option 3. What is 363? ___________ 5. Press 2nd Y= to access the STAT PLOTS menu‚ how many stat plots are there? _____ Which option turns the stat plots off? ________________

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    Counterfeit Money

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    frame. Counterfeit bills usually have details that merge into the background making it too dark for the naked eye to detect. The watermark‚ which is the hidden feature in a genuine bill‚ is located on the right hand side of the bill near the serial number. The 1996‚ 1999‚ 2001‚ 2003‚ and 2004 series have the watermark‚ which is a faint image similar to the portrait and is only visible when held up to a light source. The portrait and watermark are vital details in determining the authenticity of a bill

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    Dosh

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    or organization for whom the report has been prepared; - the name of the author and the company or university which originated the report; - the date the report was completed.   A title page might also include contract number‚ a security classification‚ or a copy number depending on the nature of the report you are writing. Our advice on writing a report: * A tutor might have a specific request as to your title page. Ask him. 3. Acknowledgments General guidelines: Good report writing

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    term |   | an-1 | the term before the n th term |   | n | number of terms | Sum of Terms in a Geometric Progression Finding the sum of terms in a geometric progression is easily obtained by applying the formulas: nth partial sum of a geometric sequence sum to infinity where | Sn | sum of GP with n terms |   | S∞ | sum of GP with infinitely many terms |   | a1 | the first term |   | r | common ratio |   | n | number of terms | Examples of Common Problems to Solve Write down

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    value‚ A represents the dollars‚ n represents the number of years and r represents the rate of investment. I will now start to plug my numbers into the Present Value Formula. P=A(1+r)^(-n) The power has a negative exponent of –n. The rules of exponents explain that a negative exponent will become a positive exponent because it changes position and goes down to the denominator. P=32‚000(1+.06)^(-12) This is the Present Value Formula with my numbers plugged in. P=32‚000(1.06)^(-12) I added inside

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    sales inventory system

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    of stock-keeping-units (SKUs‚ Packs‚ Handling Units) for ease of transport. Each pack is given a unique code (Pack number) for ease of identification. Packs can be coded in various ways e.g. as part of a batch; or unique pack numbers for each pallet‚ box‚ tote‚ container‚ stillage; or a unique serial number for each part. When inventory is created or received at goods in‚ pack numbers have to be generated and quantities of units packed recorded. Typically bar-code labels are printed and attached enabling

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    history of zero

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    that would drastically change the amount. Just imagine having one zero erased (or added) to your salary! Yet‚ the number system we use today - Arabic‚ though it in fact came originally from India - is relatively new. For centuries people marked quantities with a variety of symbols and figures‚ although it was awkward to perform the simplest arithmetic calculations with these number systems. The Sumerians were the first to develop a counting system to keep an account of their stock of goods - cattle

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