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function has a speci c intention and should be chosen only if node context is to be interpreted and returned. This example of the function id() will demonstrate how a node set function can be used to access an element either by name or by a combination of name and path. The function id() is de ned by the W3C as node-set id(object). We can return a title element by calling id() as id("title") This will return, or select, the element with the unique ID of title. Alternatively, we can select an object o set from the speci ed title element using the statement id("title")/child::subtitle[position()=4] which will return the fourth child subtitle of the element title as a speci c element and relative position. The node set functions allow us to access the values of namespace-uri() of the document or the context node if left empty (default). String functions typically are used for operations on strings, such as converting a number to a string (for nonpresentation purposes), or testing the values of a string (or substring) and returning a true or false (Boolean) value. The function string() will attempt to convert a number to a string with the following results: NaN is returned if the value is not a number. 0 from positive zero. 0 from negative zero. In nity from positive in nity. In nity from negative in nity. Integer form if the value is an integer. Decimal form if it is not an integer, including the decimal point with at least one digit before and one digit after the decimal point.



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PRINCIPLE 3:

Solved Problem 7.1 A sales invoice totaling $3,000 and dated January 14 has discount terms of 2/10, n/30. If it is paid January 23, what would be the entry to record this transaction Solution: Cash Sales Discount Accounts Receivable 2,940 60 3,000

The locus of points whose ordinate equals the product of a constant m and its abscissa is a straight line passing through the origin; its equation is y mx.

The constant m is the slope of the line. (See Fig. 12-20.)

PRINCIPLE 4:

The locus of points whose ordinate and abscissa are related by either of the equations y mx b or y x y1 x1 m





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where m and b are constants, is a line (Fig. 12-21). y In the equation y mx b, m is the slope and b is the y-intercept. The equation x the line passes through the fixed point (x1, y1) and has a slope of m.

Fig. 12-21

Fig. 12-22

Solved Problem 7.2 Record the following transactions in the cash re ceipts journal: 3/2 3/10 3/14 3/28 3/30 3/30 Received $600 from J. Kappala in settlement of her account Received $615 from B. Elder in settlement of his account Cash sales for a 2-week period, $4,400 Sold $200 of of ce supplies to Smith Company (not a mer chandise item) Owner made additional investment, $1,500 Cash sales for the last two weeks, $2,600

PRINCIPLE 5:

The locus of points such that the sum of the squares of the coordinates is a constant is a circle whose center is the origin. x2 y2 r2 y2 r2.

The constant is the square of the radius, and the equation of the circle is (see Fig. 12-22). Note that for any point P(x, y) on the circle, x2

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12.16 Applying principles 1 and 2 Graph and give the equation of the locus of points (a) whose ordinate is the y-axis; (c) that are equidistant from the points (3, 0) and (5, 0).

(a) From Principle 2, the equation is y (b) From Principle 1, the equation is x (c) The equation is x

2; see Fig. 12-23(a). 3 and x 3; see Fig. 12-23(b).

Solution:

The string() function will try to convert to one of the four basic types and failing that will convert to a string in a way that is consistent with that type. However, most of the time the result will fall into one of the four basic datatypes. String functions are typical of most programming or scripting languages with no real surprises. The versatility, or scope, of these functions does not begin to approach that of string functions found in Perl, PHP, or any language that is strong in regular expressions. However, remember that most of the functionality of XPath (and most of XML) is still developing and has a long way to go in its evolution. Table 6-3 shows a list of string functions and touches on the syntax and use of these functions. As always, refer to the o cial W3C specs for full details.

4; see Fig. 12-23(c).

y (a)

y (b)

y (c)

Fig. 12-23

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