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To solve the version where N s additional piece of information is that one of his kids was born after he bought the house, change the last predicate in the outer query s lter to age1 < age2.

-- Insert next level of subordinates to @Subs INSERT INTO @Subs(empid, mgrid, empname, salary, lvl) SELECT C.empid, C.mgrid, C.empname, C.salary, @lvl FROM @Subs AS P -- P = Parent JOIN dbo.Employees AS C -- C = Child ON P.lvl = @lvl - 1 -- Filter parents from prev level AND C.mgrid = P.empid; END RETURN; END GO

The preceding technique will generate in the result set num_of_dups duplicates of each row in T1. As a practical example, suppose you need to fill an Orders table with sample data for testing. You have a Customers table with sample customer information and an Employees table with sample employee information. You want to generate, for each combination of a customer and an employee, an order for each day in January 2006. I will demonstrate this technique, generating test data based on duplicates, in the Northwind database. The Customers table contains 91 rows, the Employees table contains 9 rows, and for each customer-employee combination, you need an order for each day in January 2006that is, for 31 days. The result set should contain 25,389 rows (91 x 9 x 31 = 25,389). Naturally, you will want to store the result set in a target table and generate an order ID for each order. You already have tables with customers and employees, but there's a missing tableyou need a table to represent the days. You probably guessed already that the Nums table will assume the role of the missing table: SELECT CustomerID, EmployeeID, DATEADD(day, n-1, '20060101') AS OrderDate FROM dbo.Customers, dbo.Employees, dbo.Nums WHERE n <= 31;

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Let n be the zero-based position of the number in the sequence (0, 1, 2, 3, ). The given numbers are what you get if you begin with the number n, then take the factorial n times in sequence that is, 0, 1!, 2!!, 3!!!, and so on. The lengthy last number in the sequence is 3!!!, so the next number in the sequence is 4!!!!. It is probably prudent not to include the actual number in this space because it wouldn t leave space for anything else.

The function accepts the @mgrid input parameter, which is the ID of the input manager . The function returns the @Subs table variable, with details about the input manager and all its subordinates in all levels . In addition to the employee attributes, @Subs also has a column called lvl that keeps track of the level distance from the input manager (0 for the input manager and increasing by one unit for each level) . The function keeps track of the current level in the @lvl local variable, which is initialized with zero . The function first inserts into @Subs the row from Employees with ID equal to @mgrid . Then, in a loop, if the last insert affected more than zero rows, the code increments the @lvl variable s value by one and inserts the next level of employees in other words, direct subordinates of the managers found in the previous level into @Subs . The lvl column is important because it allows you to isolate the employees who were inserted into @Subs in the last iteration . To return only subordinates of the employees found in the previous level, the join condition filters from @Subs only rows where the lvl column is equal to the previous level (@lvl 1) .

The puzzle doesn t restrict you to placing the item you re weighing on one side of the scale and the weights on the other Therefore, you can place weights on both sides To simplify the solution s explanation, rst assume that there was a restriction to place the item you re weighing on one side of the scale and the weights on the other Given a set of weights, to measure some item s weight (call it w), you need to use a subset of the weights you have that is, each weight from your set of weights will be either used or not used to weigh the item So any w in the range 1 through n must be representable with a binary system, where each bit represents a different weight from your set of weights, and only the bits of the participating weights will be turned on.

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