1. Help Text On Arithematic Molly Class molly arithematic commands. add, , add spectra together. average, , averagespectra. barb, , arbitrarily broaden spectra. bckfil, , backprojection filter. http://www.astro.soton.ac.uk/~trm/molly/arithematic.class.html

molly arithematic commands add add spectra together. average average spectra. barb arbitrarily broaden spectra. bckfil back-projection filter. bfilt band-pass filter. cadd adds constant to spectra. cdiv divides spectra by constant. cmul multiplies spectra by const. csub subtracts const off spectra. div divide spectra. exp take exponential of spectra. group group spectra. gsm gaussian smooth. log take logarithm of spectra. mul multiply spectra. optsub optimum subtraction. smear smear spectrum. sub subtract spectra. Tom Marsh, Southampton

2. ED231A: Matrix Arithematic 2 Multivariate Analysis. Matrix arithematic 2. Linear Transformations An IntroductionConsider a set of scores on variable X with mean(X) = 25 and var(X) = 10. http://www.gseis.ucla.edu/courses/ed231a1/notes4/mat21.html

Multivariate Analysis Matrix Arithematic 2 Linear Transformations: An Introduction Consider a set of scores on variable X with mean(X) = 25 and var(X) = 10. Further, we will create a new variable Y = 2X + 100, which has the form Y = aX + b, which is a linear transformation. The mean of Y will equal 2*25 + 100 = 150 [mean(Y) = a*mean(X) + 100] The variance of Y will equal 4*10 = 40 [var(Y) = a *var(X)] Here is an example of a linear transformation that you should recognize: . It transforms X into Z, such that, mean(z) = and var(Z) = 1. Linear Transformations and Axis Rotations Consider a bivariate normal distribution with an individual with the vector or point P, [x , x ] = [8, 5] on axes X and X respectively Consider the transformation given below: The point P now has the value [y , y In effect we are defining a new set of variables which are a linear combination of the original variables y = ax + bx Not all linear combinations are equivalent to axis rotation, only those in which a + b = 1. This can be checked by (cos

3. SQL Tutorial - SQL Functions This section introduces the functions that are used in SQL SQL has several arithematic functions, among them SUM and AVG. http://www.1keydata.com/sql/sql4.html

SQL Tutorial SQL SELECT SQL DISTINCT SQL WHERE SQL AND OR SQL Functions SQL COUNT SQL GROUP BY SQL HAVING SQL ALIAS ... Introduction SQL Commands Table Manipulation Links SQL Functions Since we have started dealing with numbers, the next natural question to ask is if it is possible to do math on those numbers such as summing them up or taking the average of them. The answer is yes! SQL has several arithematic functions, among them SUM and AVG . The syntax for this is, SELECT "function type"("column_name") FROM "table_name" For example, if we want to get the sum of all sales from our example table, Table Sales Date Los Angeles Jan-05-1999 San Diego Jan-07-1999 Los Angeles Jan-08-1999 Boston Jan-08-1999 we would type in SELECT SUM(Sales) FROM Store_Information Result: SUM(Sales) $2750 represents the sum of all Sales entries: $1500 + $250 + $300 + $700. Next Section

4. AD*DSPC -- This Command Will Do Linear Arithematic (add, AD*DSPC This command will do linear arithematic (add subtract and multiply spectrum with a constant) between two (or more) spectra and store the result in the first spectrum given. http://www.nscl.msu.edu/~tsang/SMAUG_Manual1/ACommands.html

AD*DSPC This command will do linear arithematic (add,subtract and multiply spectrum with a constant) between two (or more) spectra and store the result in the first spectrum given. All of the spectra that are being manipulated must have the same dimensions and BPC value as the first spectrum given. Otherwise the program will reject the offending spectrum. ‘Spectrum to alter?’ asks for name of the first spectrum in the summing process. This is the spectrum that all of the results will be stored in. ‘Spectrum to add in?’ will asks for name(s) of the spectra to sum into the first spectrum. It will prompt you for each spectrum name individually. If a multiplicative constant is desired to multiply this spectra with, the input format will be : Spectrum name/constant- where constant is a REAL*4 number. If you wish to terminate the summing session, simply return without typing any characters, and the program will return to the main command loop. If you leave before you have successfully given it spectrum names, no spectra will be altered. ADEF*INE This will tell SMAUG that you wish to move some (or all) of the spectra to the AED common block so that the AED display program can display them onto the AED terminal.

5. Arithematical Manipulations. http://www.astro.soton.ac.uk/~trm/ultracam/Arithematic.html

Arithematical manipulations. add Adds Ultracam frames cadd Adds constant to an Ultracam frame cdiv Divides an Ultracam frame by a constant cmul Multiplies Ultracam frames combine combines a set of frames using median or clipped mean crop Crops Ultracam frames cset Sets an Ultracam frame to a constant csub Subtracts a constant from an Ultracam frame div Divides Ultracam frames mul Multiplies Ultracam frames sub Subtracts Ultracam frames subaframe subtracts one frame from many uset Sets/splices Ultracam frames Page generated Tue Feb 11 17:17:26 2003

6. Arithematic Commands molly arithematic commands. add Add spectra together. average Average spectra.barb Arbitrarily broaden spectra. bckfil backprojection filter. http://lheawww.gsfc.nasa.gov/~still/molly/arithematic.class.html

molly arithematic commands add Add spectra together. average Average spectra. barb Arbitrarily broaden spectra. bckfil back-projection filter. bfilt Band-pass filter. cadd Adds constant to spectra. cdiv Divides spectra by constant. cmul Multiplies spectra by const. csub Subtracts const off spectra. div Divide spectra. exp take exponential of spectra. group group spectra. gsm Gaussian smooth. log take logarithm of spectra. mul Multiply spectra. optsub Optimum subtraction. smear Smear spectrum. sub Subtract spectra. command list class list introduction Tom Marsh, trm@astro.soton.ac.uk, Tue Oct 27 08:56:34 1998 .

7. Calling Molly Commands Finally, a crude level of arithematic is supported for integer, real or double precisionarguments, so that you can write eg 10++11 meaning 21 (,* also http://lheawww.gsfc.nasa.gov/~still/molly/COMCALL.html

Calling molly commands It is worth reading this document in full if you have never used molly before. Prompted input: The simplest way to start with molly is just to type a command name and let it prompt you for all the parameters. A '?' when responding to numerical parameters will type the allowable range for a parameter. The prompts are only one line long at most and so may be opaque on occasion. If so, look at the help on the command in question. Entering something outside the allowed range should get you out of the command (-1 for a slot is always a good one). Command line input: Shortening commands: Command line editing molly supports command line recall and editing. This capability derives from the use of Thewalt's getline C routines. They allow you to recall old commands (any number) and edit them, with cursor keys and emacs-style commands. Thus: ^A/^E = move to start/end of a line. ESC-F/ESC-B = move forward/back one word. ^K = delete to end of line. ^R/^S = reverse/forward search for string in history list ^O = toggle overwrite/insert mode.

8. Math WWW VL: Software [FSU Math] Beat The Calculator ABACUS/TheBasics addresses waning mental arithematic skills in this age of the calculator http://euclid.math.fsu.edu/Science/Software.html

208 Love Building Tallahassee, FL 32306-4510 Phone: (850) 644-2202 Fax: (850) 644-4053 Home Virtual Library Print Math WWW VL: Software Home Contact Us Graduate Program Undergrad Program ... Faculty Resources Notes about the Virtual Library: Information categorized by subject. To suggest an addition to the Mathematics Virtual Library please fill out the on-line form Overseas users may want to try our mirror in Israel , hosted by the Israel Institute of Technology This collection of Mathematics-related resources is maintained by the Florida State University Department of Mathematics as a free service to the online community. Mathematics Software 3D Grapher Plot and animate 2D and 3D equation and table-based graphs with ease 3D-Filmstrip Aide in visualization of mathematical objects and processes, for Macintosh ABACUS - Back to Basics ACE - Algebraic Combinatorics Environment for the computer algebra system Maple. Includes tools to handle a variety of combinatorial structures The Adding Machine Virtual adding machine (printing calculator) for Windows Advanced Grapher a powerful and easy-to-use graphing, curve fitting, and calculating software

9. ED231A: Matrix Arithematic 3 Multivariate Analysis. Matrix arithematic 3. VarianceMaximizing Rotations.Consider a bivariate normal distribution with the following http://www.gseis.ucla.edu/courses/ed231a1/notes4/mat31.html

Multivariate Analysis Matrix Arithematic 3 Variance-Maximizing Rotations Consider a bivariate normal distribution with the following contour plot of isodensity ellipses of a bivariate normal distribution: Consider We wish to find V such that S y is a maximum with the restriction that V'V = I. Theorem 1 Given p variables which follow a p-variate normal distribution, the axis defining the linear transformation with maximum variance is the major axis of the isodensity hyperellipsoid S is the covariance matrix, and C is an arbitrary positive constant. Lagrange Multipliers The method of Lagrange multipliers is convient. In this domain, the method is referred to as Eigenvalues and Eigenvectors. This method makes use of the formula, in which l is the eigenvalue and v is the eigenvector. The matrix of v's is used to define the transformation to maximum variance. Synonyms eigenvalue characteristic root latent root eigenvector characteristic vector latent vector Solution to Variance-Maximizing Rotations: Eigenvalue Problems Consider the equation of the general form

10. ED231A: Matrix Arithematic 3 Multivariate Analysis. Matrix arithematic 3 Page 2 http://www.gseis.ucla.edu/courses/ed231a1/notes4/mat32.html

Multivariate Analysis Matrix Arithematic 3 Page 2 Theorem 5 Given a set of variables X , X , ...,X p , with nonsingular covariance matrix S , we can always derive a set of uncorrelated variables Y , Y , ..., Y p by a set of linear transforamtions corresponding to the principal-axes rotation. The covariance matrix of this new set of variables is the diagonal matrix L = V' S V Theorem 6 Given a set of variables X , X , ...,X p , with nonsingular covariance matrix S x , a new set of variables Y , Y , ..., Y p is defined by the transformation Y' = X'V, where V is an orthogonal matrix. If the covariance matrix of the Y's is S y , then the following relation holds: In other words, the quadratic form is invariant under rigid rotation. Definition A set of vectors v , v , ..., v k is said to be linearly dependent if scalars a , a ,..., a k , not all zero, can be found such that a v + a v +...+ a k v k On the other hand, if S a i v i = only when a = a =...= a k = 0, the set of vectors is said to be linearly independent Another Definition The rank of a pxq matrix is the largest number r such that there exists a set of r rows or columns which is linearly independent.

11. The Arithematic Book Family Record Of Moore Matlock The Arithmetic Book Family Record of Moore Matlock. information submitted by CharlotteMatlock Klein email her! Lenoir City, TN 15 July 1961. Dear Geneva,. http://homepages.rootsweb.com/~szmatlok/arithematicbookmoore.htm

The Arithmetic Book Family Record of Moore Matlock information submitted by Charlotte Matlock Klein email her! Lenoir City, TN 15 July 1961 Dear Geneva, I am Gordon's aunt and I have often wondered what had become of you and the children. I read in the paper last Saturday about your late husband's death. If I hadn't read about that, I don't know if I ever would have heard of you. It is too bad that you have to be left a widow again. I am sure you had a hard time raising your first children, but maybe they can help you now. Do you work anywhere? goose quil Sincerely, Jennie Matlock Alexander NOTE: This is the daughter of James Pickel Matlock. Will was the eldest and Jennie the youngest of eight children. Jennie's daughter Reba reported in a later letter that Jennie had passed on 26 May 1965 at the age of 85. Reba mentions two brothers, Ralph and Earl in her line. Below is the result of the letter! Click on each photo to see the full sized copy..... Arithmetic Book Cover Page E pg 1 - Letter from Floyd Watt explaining Book "Ages" page 1

12. CHINESE ARITHEMATIC CHINESE arithematic Candle light, it burns in every hole in your youreyes it's beautiful, how much you'll never realise So hush http://www.geocities.com/CapitolHill/Senate/9552/chinese.html

CHINESE ARITHEMATIC Candle light, it burns in every hole in your your eyes it's beautiful, how much you'll never realise So hush my love, there's something I need to tell you now Your time has come, around again my sleepless one Your friend was young, hung and plastered He never knew his own disaster I think it's good, in fact it was faster Cause it was you that he was after Hold me now,as if you'll never let me go Unhand me now, as if you've always known my name His love was king, his love was master He needed more, he needed always He searched in vein for love and shelter In every soul, in every hallway So you thought she'd be sweeter than your girlfriend Peter? Well give it a second chance cause you've yet to meet her We got the same ideas, we got the same old fears They're different colours sometimes, but, hey, who cares? Just years that tears our lives apart Just like the time that you tried to teach your cousin to walk He couldn't do it - push!-you told him twice Well, I do man, but it just don't jive Tried so hard to control my behaviour I tried so hard, so ahrd to believe you

13. Math WWW VL: Education [FSU Math] Adam's Freeware features Flash Cards 2, which lets you quiz yourself in arithematic http://euclid.math.fsu.edu/Science/Education.html

208 Love Building Tallahassee, FL 32306-4510 Phone: (850) 644-2202 Fax: (850) 644-4053 Home Virtual Library Print Math WWW VL: Education Home Contact Us Graduate Program Undergrad Program ... Faculty Resources Notes about the Virtual Library: Information categorized by subject. To suggest an addition to the Mathematics Virtual Library please fill out the on-line form Overseas users may want to try our mirror in Israel , hosted by the Israel Institute of Technology This collection of Mathematics-related resources is maintained by the Florida State University Department of Mathematics as a free service to the online community. Mathematics Education 100th Day of School 100 ideas for celebrating the 100th day of school, links to other math websites 21st Century Problem Solving the 24 Game ranges of mental arithmetic games for all ages a-maths.com an interactive platform to exchange and develop Additional Mathematics solutions Adam's Freeware features Flash Cards 2, which lets you quiz yourself in arithematic Algebra for Everyone mathematics resources, including information about artificially intelligent mathematics tutors for Algebra 1, Geometry, and Algebra 2

14. Www.geocities.com/ultraman2001hk/051b_Expression_Evaluator.txt Convert arithematic expression into expression tree *) (* a......(**** http://www.geocities.com/ultraman2001hk/051b_Expression_Evaluator.txt

15. Black Coffee I don't know the difference between an arithematic proof and 100 proof Crown. http://blackcoffee.blogspot.com/

get rid of this ad advertise here black coffee I like my coffee black. No cream. No sugar. Hot dark rich bitter coffee. HOME Archives: Thursday, May 16, 2002 2217 hrs Musings- I like to eat apples and bananas. I like to shout and sing hosannas. I do not like to study too much. But I must, and as such- I will continue to eat my fruits, and keep on running in my boots. posted by Walking Shadow at 10:15 PM if(canEdit[0]) document.write("[edit]"); Today- it was late afternoon, and I was pretending to be warm- teaching new soldiers fresh out of Basic Training how to properly don their protective masks so that if some terrorist attacks they won't be convulsing on the ground drooling and dying. But to no avail, as the chilly wind disguised as a sea breeze forced its way into my marrows. I clenched my teeth so that they wouldn't see my shivering, and proceeded to finish the training. I remember going to the San Jose's Museum of Technology and Innovation (or the "Tech" as locals like to call it) for a pre-marathon carbohydrate-loading pasta dinner. It was with my Army buddy, and we were enjoying it thoroughly, as a special IMAX movie showing of "Endurance: Shackleton's story of incredible adventure and survival." For the unintiated, Ernest Shakleton was a curious breed of Englishman, an officer, a salesman, a leader, and a explorer. With the support of some wealthy benefactors and the National Geographic Society, this was the ad he put up seeking fellow stalwart adventurous sailors; "MEN WANTED FOR HAZARDOUS JOURNEY. SMALL WAGES, BITTER COLD, LONG MONTHS OF COMPLETE DARKNESS, CONSTANT DANGER, SAFE RETURN DOUBTFUL. HONOUR AND RECOGNITION IN CASE OF SUCCESS."

16. R Testers Archive: R-alpha: Complex Arithematic Ralpha complex arithematic. Paul Gilbert (la-jassine@aix.pacwan.net)Wed, 12 Feb 1997 045556 -0400 http://maths.newcastle.edu.au/~rking/R/testers/0710.html

R-alpha: complex arithematic Paul Gilbert la-jassine@aix.pacwan.net Wed, 12 Feb 1997 04:55:56 -0400 Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] Next message: Friedrich Leisch: "R-alpha: bug in save" Previous message: Albrecht Gebhardt: "R-alpha: R-0.16 problems on DEC Alpha" Next in thread: Bill Simpson: "Re: R-alpha: What we're up to ..." Reply: Bill Simpson: "Re: R-alpha: What we're up to ..." wsimpson@uwinnipeg.ca la-jassine@aix.pacwan.net r-testers-request@stat.math.ethz.ch Next message: Friedrich Leisch: "R-alpha: bug in save" Previous message: Albrecht Gebhardt: "R-alpha: R-0.16 problems on DEC Alpha" Next in thread: Bill Simpson: "Re: R-alpha: What we're up to ..." Reply: Bill Simpson: "Re: R-alpha: What we're up to ..."

17. R Testers Archive: Re: R-alpha: Single Precision Vs Double One of the great conveniences of languages like S is to not frequentlyget messed up by poor single precision arithematic. There http://maths.newcastle.edu.au/~rking/R/testers/0055.html

Re: R-alpha: Single precision vs double Paul Gilbert pgilbert@bank-banque-canada.ca Wed, 3 Apr 1996 11:29:56 -0500 Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] Next message: Ross Ihaka: "R-alpha: Oops! a lisp pointer in R ... :" Previous message: Paul Gilbert: "Re: R-alpha: $tsp" Date: Wed, 3 Apr 1996 11:29:56 -0500 From: pgilbert@bank-banque-canada.ca (Paul Gilbert) To: R-testers@stat.math.ethz.ch r-testers-request@stat.math.ethz.ch Next message: Ross Ihaka: "R-alpha: Oops! a lisp pointer in R ... :" Previous message: Paul Gilbert: "Re: R-alpha: $tsp"

18. DBforums - Arithematic Error In Mixed Fortran And Java Programming code. In native code, there are some arithematic operations. 300). Thisnumber causes arithematic error in some Fortran functions. http://dbforums.com/arch/132/2002/10/527819

Archive of - dBforums Click here to see this site with all of the graphics, features, and links. dBforums Archive for: comp.lang.fortran arithematic error in mixed Fortran and Java programming Click here to see this thread with all of the graphics and features. Yong Xie Oct 8 2002 15:55 Dear all, I have this Java class, which through a C-interface calls some native Fortran code. In native code, there are some arithematic operations. Some of the numbers involved in these operations are zero. However after some operations, like assign one number to another number, some zero becomes a very very small number (well, like 1.e-300). This number causes arithematic error in some Fortran functions. I wonder there is any solution to this problem, which can eliminate all these small numbers and assign them to zero. Please help if you have any knowledge on this. My platform is DEC Alpha (a cluster). Thx in advance. Yong Xie dBforums.com - RDBMS discussion and helpdesk More Computer Related Text Archives: MainFrameForum Plan, Implement and Support

19. CITICORP e)B and D are intelligent in arithematic and General Awareness. 1) Who isintelligent in English,arithematic,and general. awareness (ANSWERB). http://members.rediff.com/sudarshanbr/citicorp.htm

CITICORP For the first question in the paper answer is (30). 2)Five trays cost is 0.35 each and dozen- (ans:Rs13.75) 3)In a journey of 15 miles two third distance was travelled with 40 mph and remaining with 60 mph.How muvh time the journey takes...(ans:20 min) 4)A man walks from 9.15 to 5.15 from monday to friday and 9.00 to 12.00 on saturday.Each day 0.45 min lunch. How much time he walks in a week...(ans: 39hrs15min). 5) 12 revolutions takes 1/8 th second time.In 20 seconds how many revolutions...(ans:1920) 6) In 60 reems of paper 40 reems were utilised then what percent will remain...(ans:33.33%) 7) A started at 9.00 am with 6 mph and B started at 9.30 am with 8mph in the same direction. At what time they will meet... (ans:11.00am) 8) In a storage stall of 5x3x2inch.How many blanks of size 2x1x1inch can be stored..(ans:15) 9) In a company 3/5 of people know shorthand 1/4th know typing and 1/5 know both. What fraction of people do not know both.. (ans:35%) 10) A man how many bikes of Rs 14000 can buy by selling 2100 bikes of Rs500/- of each (ans: 75) 11) A company requires 11,500 strength.present employees are 200

20. Members.rediff.com/manux/others/placement/papers/citicorp2.txt d)E is intelligent in Interview,reasoning and Arithe matic. e)B andD are intelligent in arithematic and General Awareness. 1) Who http://members.rediff.com/manux/others/placement/papers/citicorp2.txt

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