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The McGraw Hill Companies, 2001

Creating a Movie in Sonic DVDit! Starting a New Project Understanding the DVDit! Screen Importing Your Video Previewing Your Video Clips Selecting a First Play Adding Menus Editing Your Menus Adding Titles Adding Soundtracks Preparing Audio Files Adding Audio to Menus or Movie Clips Previewing Your Movie Burning Your Disc Creating a Movie in Pinnacle Studio Capturing Your Video Choosing Your Capture Settings Capturing Video from Your DV Camcorder Importing Video Files Using the Video Scenes Album Working with the Timeline Adding Scenes Trimming Scenes Adjusting the Playback Speed Adjusting Scene Properties Using Transitions Choosing Transitions Adding Transitions Adding Titles Using Title Templates Creating Your Own Titles Adding Sounds Separating the Recorded Audio Track from the Video Adding Music Adding Voice-Overs Adding Sound Effects Creating Menus Adding Menus Controlling Links

15

Ti Tj Tk Tm (b)

20 sin 30t Suggesting a solution of the form i p (t) = A sin(30t + ) The derivative of this expression is di p = 30A cos(30t + ) dt Now use the following trig identities sin(x + y) = sin x cos y + cos x sin y cos(x + y) = cos x cos y sin x sin y To write i p (t) = A sin(30t + ) = A sin 30t cos + A cos 30t sin di p = 30A cos(30t + ) = 30A cos 30t cos 30A sin 30t sin dt Then we have di p + 3i p (t) = 30A cos 30t cos 30A sin 30t sin dt + 3A sin 30t cos + 3A cos 30t sin Grouping terms and setting equal to the inhomogeneous term due to the voltage source we have A cos 30t(30 cos + 3 sin ) + A sin 30t(3 cos 30 sin ) = 5 sin 30t Since there is no term involving cos 30t on the right-hand side, it must be true that 30 cos + 3 sin = 0

Ti Tk Tj Tm (c)

Creating the Final Output Choosing Your Output Medium Burning Your Disc

the bibliographical notes for references on testing for view serializability However, concurrency-control schemes can still use suf cient conditions for view serializability That is, if the suf cient conditions are satis ed, the schedule is view serializable, but there may be view-serializable schedules that do not satisfy the suf cient conditions

1510 Summary

This leads to the relation tan = 10 = 84 Now, 3 cos( 84 ) 30 sin ( 84 ) = 3(0105) 30( 0995) = 30155 So we can solve for A Given that 30 cos + 3 sin = 0, we are left with A sin 30t(3 cos 30 sin ) = 5 sin 30t 5 A= = 0166 3 cos 30 sin So the particular solution, which represents the zero-state solution, is i p (t) = 0166 sin(30t 84 ) The total solution is i(t) = i p (t) + i H (t) = 0166 sin(30t 84 ) + K e 3t Setting this equal to zero gives K = 0166 sin( 84 ) = +0166 The total solution is therefore i(t) = 0166(sin(30t 84 ) + e 3t )

A transaction is a unit of program execution that accesses and possibly updates various data items Understanding the concept of a transaction is critical for understanding and implementing updates of data in a database, in such a way that concurrent executions and failures of various forms do not result in the database becoming inconsistent Transactions are required to have the ACID properties: atomicity, consistency, isolation, and durability Atomicity ensures that either all the effects of a transaction are re ected in the database, or none are; a failure cannot leave the database in a state where a transaction is partially executed Consistency ensures that, if the database is initially consistent, the execution of the transaction (by itself) leaves the database in a consistent state

The McGraw Hill Companies, 2001

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Summary

.