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Everyone wants their data right now. It is the job of the DBA to monitor performance and to determine ways to optimize database performance. This can be complex, and many DBAs specialize in this area.

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PROJECT MANAGEMENT Oftentimes, DBAs find themselves in charge of a large project involving many other

Theseequations be solvedusingMATLAB witlr the results: can cr :0 ct : -0166539924 b1: b2 : -1119711863 -1)160456274 cz:0831)543726 c+ : 0 dt :0186565212 dz : -0214144181 dt :0121156654

people. This could entail writing a new in-house application, or managing the migration of a data center from one location to another. DBAs with good project management skills are in high demand.

E q u a t i o n ( 1 6 2 1 ) n d( 1 6 1 8 ) a nb e u s e d o c o m p u t eh e b ' s a n dd ' s s a c t t

The payoffs for trainers in business and industry are many The satisfaction and the excitement of seeing people and situations change (provided that the effort goes well) may be the two most prominent bene ts Participation in an emerging eld and high visibility are others Salaries and fees vary considerably Top trainers, be they employees or freelancers, have incomes in the category of company executives Internal

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Data is often moved from one server to another, and one of the most popular ways to perform this task is to use SQL Server replication. DBAs often research various ways data can be replicated from server to server, decide on the most appropriate method, implement replication, and then manage it after it is up and running.

These results,along with the valuesfbr the a's lEq (161l)1 can be substituted into Eq (16l0) to developthe following cubic splines eachinterval: for s r ( , r )- 2 5 - 1 4 1 9 7 7 1 8 6 3 ( x 3 ) + 0 1 8 6 5 6 5 2 7 2 1- - r 1 1 r s 2 ( x ): - 1 0- 0 1 6 0 4 5 6 2 1 4 (-r 4 - s ) 0 8 3 9 - 5 + 3 7 2 6 1 r 1 - 5 , t r + 02 Il l-l-l-167tr -15)r s t 0 1 2 7 7 s 6 6 -r - l ( 7 0 ) ' Tlre threeequations can then be employedfo computevaluesrvithin eachinterval For example, valueat r : 5, which talls within the second the interval,is calculated as s 2 ( 5 ) : 1 0- 0 t 6 0 4 5 6 2 1 4 ( - 4 - 5 ) + 0 8 3 9 5 4 3 1 2 6 ( 5 4 5 ) 2- 0 2 1 4 t 4 4 4 8 7 ( 5 4 5 ) 3 5 : L102889734 The total cubic splinefit is depicted Fig 164c in

With the advent of SQL Server Reporting Services, many DBAs find themselves writing reports against databases. This might include writing the T-SQL code to extract the data, or it could include the creation and formatting of physical reports. This is a new and growing area, and some DBAs are specializing in it.

T h e r e s u l t s oE x a m p l e s6 l t h r o u g h 6 3 a r e s u m m a r i z e d i n F i l 6 4 N o t i c e t h e p r o f l l g gressiveimprovementof the flt as we move from linear to quaclratic cubic splinesWe to a polynomialou Fig 164cAlthough the cubic have also superirnposed cubic interpolating spline consistsof a seriesof third-ordercurves,the resultingfit differs fronr that obtained usingthe third-orderpolynomialThis is due to the fact that the naturalsplinerequireszerir secondderivativesat the end knots whereas cubic polvnomial has no such constraint the

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