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Now each rectangle, over each segment of the partition, is capped off by an arc of a parabola Figure 846 shows just one such rectangle In fact, for each pair of intervals [x2j 2 , x2j 1 ], [x2j 1 , x2j ], we consider the unique parabola passing through the endpoints (x2j 2 , f (x2j 2 )), (x2j 1 , f (x2j 1 )), (x2j , f (x2j )) ( )

-- Create a contact table with a nonclustered index on LastName CREATE TABLE [Person].[Contact]( [ContactID] [int] IDENTITY(1,1) PRIMARY KEY CLUSTERED , [Title] [nvarchar](8) NULL , [FirstName] [dbo].[Name] NOT NULL , [LastName] [dbo].[Name] NOT NULL , [EmailAddress] [nvarchar](50) NULL ) GO CREATE NONCLUSTERED INDEX [ixContactLastName] ON [Person].[Contact] ([LastName] ASC) GO

Note that a parabola y = Ax 2 + Bx + C has three undetermined coef cients, so three points as in ( ) will determine A, B, C and pin down the parabola In fact (pictorially) the difference between the parabola and the graph of f is so small that the error is almost indiscernible This should therefore give rise to a startling accurate approximation, and it does Summing up the areas under all the approximating parabolas (we shall not perform the calculations) gives the following approximation to the integral:

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Who was there I will respond to whoever provides the answers You saw whom I will consult with whomever I want

For our first example, let s run a query to return all contacts with a LastName starting with C:

x {f (x0 ) + 4f (x1 ) + 2f (x2 ) + 4f (x3 ) 3 + 2f (x4 ) + + 2f (xk 2 ) + 4f (xk 1 ) + f (xk )}

-- Statistics indicate too many rows for an index lookup SELECT * FROM Person.Contact WHERE LastName like 'C%'

If it is known that the fourth derivative f (iv) (x) satis es |f (iv) (x)| M on [a, b], then the error resulting from Simpson s method does not exceed M (b a)5 180 k 4

The easiest way to con rm that you re using who and whom correctly is to follow this three-step process: 1 Identify all the verbs in the sentence 2 Identify all the subjects that go with these verbs 3 If the word you re looking to replace is the subject of the sentence or a dependent clause, use who or whoever If the word you re looking to replace is not the subject, use whom or whomever

Despite the presence of a nonclustered index on LastName, which in theory could be used for this query, SQL Server correctly ignores it in favor of a clustered index scan. If we execute this query in SQL Server Management Studio using the Include Actual Execution Plan option (Ctrl+M, or select from the Query menu), we can see the graphical representation of the query execution, as shown in figure 13.5.

SOLUTION 2 If we set f (x) = e x then it is easy to calculate that f (iv) (x) = e x [12 72x 2 + 32x 4 ]

Figure 13.5 A clustered index scan is favored for this query in place of a nonclustered index seek plus key lookup.

Thus |f (x)| 12 = M In order to achieve the desired degree of accuracy, we require that M (b a)5 < 0005 180 k 4 or 12 15 < 0005 180 k 4 Simple manipulation yields

No great surprises here; SQL Server is performing a clustered index scan to retrieve the results. Using an index hint, let s rerun this query and force SQL Server to use the ixContactLastName index:

There is only one exception: The verb to be requires the use of who regardless of where it appears in the sentence For example, in analyzing whether to replace him (or her) with who or whom in the following sentence, use the three-step model:

200 < k4 15 This condition is satis ed when k = 2 Thus our job is easy We take the partition P = {0, 1/2, 1} The sum arising from Simpson s Rule is then

-- Force the index lookup with an index hint SELECT * FROM Person.Contact WITH (index=ixContactLastName) WHERE LastName like 'C%'

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