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A task can return a value This is a very useful feature for two reasons First, it means that you can use a task to compute some result This supports parallel computation Second, the calling process will block until the result is ready This means that you don t need to do any special synchronization to wait for the result To return a result, you will create a task by using the generic form of Task, which is Task<TResult> Here are two of its constructors: public Task(Func<TResult> function) public Task(Func<Object, TResult> function, Object state) Here, function is the delegate to be run Notice that it is of type Func rather than Action Func is used when a task returns a result The first form creates a task that takes no arguments The second form creates a task that takes an argument of type Object passed in state Other constructors are also available As you might expect, there are also versions of StartNew( ) provided by TaskFactory<TResult> that support returning a result from a task Here are the ones that parallel the Task constructors just shown: public Task<TResult> StartNew(Func<TResult> function) public Task<TResult> StartNew(Func<Object,TResult> function, Object state) In all cases, the value returned by the task is obtained from Task s Result property, which is defined like this: public TResult Result { get; internal set; } Because the set accessor is internal, this property is effectively read-only relative to external code The get accessor won t return until the result is ready Thus, retrieving the result blocks the calling code until the result has been computed The following program demonstrates task return values It creates two methods The first is MyTask( ), which takes no parameters It simply returns the bool value true The second is SumIt( ), which has a single parameter (which is cast to int) and returns the summation of the value passed to that parameter.

f being the angular displacement of the follower and e as shown in Fig 77 7423 Translating Knife-Edge and Roller Followers The translating knife-edge follower shown in Fig 78 is not usually found in practice, because of the large contact stresses that it produces However, it has theoretical and practical importance because its

// Return a value from a task using System;

Data integration or extract, transform, and load (ETL) tools used to be distinct from the BI suite, and with some vendors, they still are Their job is to take the data from the source ERP or transaction system and then to cleanse and aggregate it to load in a data warehouse or data mart Simply getting the data into an OLAP database or RDBMS does not in itself provide business value As business users attempt to answer questions with the data, the ETL process often changes to extract more data, clean the data, or transform it to add robust business calculations

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associated cam pro le is the trajectory of the center of the roller follower, which is known as the pitch curve Moreover, if the roller-follower cam is machined with a mill having a radius identical to that of its roller, then the pitch curve is identical to the trajectory of the cutter center, the curve needed for the programming of the NC machine tool used to produce the cam disk Thus, for translating knife-edge and roller followers, the pressureangle a can be obtained by: tana = s - e s (733)

M u l t i t h r e a d i n g , P a r t Tw o : E x p l o r i n g t h e Ta s k P a r a l l e l L i b r a r y a n d P L I N Q

Part I: