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tages and disadvantages of these solutions, and select the best alternative Because most systems analysts have some supervisory or management duties, management skills such as estimating, scheduling, controlling time, maintaining efficient work habits, and accepting responsibility are important Computer-aided software engineering (CASE) is a collection of computerbased systems development tools designed to assist in all aspects of systems development Upper-CASE tools assist with early stages in systems development such as data-flow diagrams, layout designs, and data dictionaries LowerCASE tools focus on the implementation stage and can automatically generate structured code CASE products are available for personal computers, networks, and mainframe computer systems These systems development tools are expensive, but experts feel that they can substantially reduce costs and save time compared to nonautomated systems development

magnetic erase 127 maintenance plans 314, 350 353 maintenance window 53, 74, 270 Majority Node Set (MNS) 82 man-in-the-middle attacks 98 MAN. See metropolitan area network management data warehouse (MDW) 361 advantages of centralizing 363 autogrow operations 363 backup considerations 367 configure MDW wizard 362 database roles 364 mdw_admin 364 mdw_reader 364 mdw_writer 364 retention period 368 manual failover, (log shipping) 237 manual failover (mirroring) 245 master boot record (MBR) 33 master database 239 master key 120 max worker threads 69, 135 136 MAXDOP. See Maximum Degree of Parallelism Maximum Degree of Parallelism (MAXDOP) 154, 137 139, 187, 320, 381 max_wait_time_ms 393 MBR. See master boot record .mdf file 169 MDW. See management data warehouse mdw_admin 364 mdw_reader 364 mdw_writer 364 media cost 196 media failure 208 memory bus. See non-uniform memory access memory sniffing 122 merge join 323 metropolitan area network (MAN) 243 Microsoft assessment and planning toolkit 51 Microsoft Baseline Security Analyzer (MBSA) 153 Microsoft iSCSI Software Initiator 24 Microsoft Multipath I/O (MPIO) 36

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Microsoft product support services (PSS) 340 Microsoft Source Code Analyzer for SQL Injection 124 Microsoft Virtual Server. See virtualization migrating databases 67 mirror commit overhead 253 mirror database 238 mirror instance 238 mirroring backups 210 mirroring session 240 missing index 314 missingindexes XML element 307 MissingIndexGroup XML element 309 mission-critical database 231 mixed extent 266 Mixed Mode authentication 65, 98 MNS. See Majority Node Set model database 169, 173, 204, 239 monitoring instance 236 monitoring regime 350 monitoring tools 330 monthly tasks 420 mount points 171 MPIO. See Microsoft Multipath I/O msdb database 166, 239, 367 MSDTC 91 multi-server queries 160 multi-file backups 199 multipathing 36 multiple column statistics 321 multiple data files 171 multiple standby destinations 230 MySQL 148

Log shipping was first introduced in SQL Server 2000, although many DBAs implemented it before then using a series of custom jobs. Put simply, log shipping automates the backup, copy, and restore of a source database s transaction logs to one or more secondary server instances seeded with a full backup of the source database restored in recovering mode. A commonly referenced backup best practice is to restore backups on a regular basis to ensure they re valid. Until they re restored you can t be 100 percent sure that they ll work in an emergency restore scenario. The problem a lot of organizations have with this recommendation is the time and equipment required to carry it out. Manually copying and restoring backup files on the off chance that something may be wrong isn t the most rewarding of tasks, and as a result, it s often shelved as a good idea for implementation at a later point, once everything else is done which of course never happens.

To translate the problem statement completely, there should be a constant in front of the w but we are not going to calculate specific strengths, just the dimensions for maximum strength so the constant is not necessary The constraint equation involves writing the Pythagorean statement for the right triangle formed by d, w, and 2R (Fig 5-4) The constraint equation, d + w2 = 4R2 can be solved for either d or w and substituted in the defining equation Either way does not look too appealing Solving for w keeps the numbers smaller so write w = ( 4 R 2 - d 2)'/2 and substitute into the defining equation to write S in terms of d only

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