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9.3
% (11 votes)Q:
How to add a column to a SQL Server table with sql and MS-Access
I want to create a SQL Server table with one column named foo. I have an MS-Access database that contains some other data.
What I’m trying to achieve here is the following:
Select * from msaAccessTable;
for each row in msaAccessTable adds a new row to the SQL Server table with the same data and joins it to a row in msaAccessTable with the same data.
I tried the following:
INSERT INTO Foo (Name)
SELECT Name FROM AccessTable;
But I get an syntax error.
I tried SELECT * INTO Foo from AccessTable; which also returns a syntax error.
How can I add a column to a SQL Server table and add data to it from a table in a different database using SQL Server and Access?
A:
First, you have to create a SQL insert statements using an OPENQUERY to bring the access table in to SQL server.
SELECT * INTO Foo from AccessTable;
You can use the OPENQUERY command which creates an SQL insert statement and passes the parameters from Access to SQL Server
SELECT * INTO Foo
FROM OPENQUERY(DSN, ‘SELECT Name FROM AccessTable’)
Or you can use a MERGE statement with a variable to assign the name.
MERGE INTO Foo AS t
USING (SELECT @name = Name FROM AccessTable) AS s
Then you can insert to the SQL Server table.
Q:
How to derive the equation of a secant line from an inverse function?
The equation of a line that contains the point $(3,3)$ is
$$y = \frac{1}{2}x – \frac{3}{2}$$
The question is: what is the equation of a line that contains the inverse function of this inverse equation?
Thanks in advance
A:
The derivative of the inverse of $f(x)$ at $x=x_0$ (where $f(x_0)=0$) is $\frac{1}{f'(x_0)}$. You can use that derivative to find the equation of the line.
Joan L. Garber was an American microbiologist and microbiologist, known as a pioneer in the investigation of
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