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14.1. State the order in which the terms in each of the following sets should be defined: (a) Jewelry, wedding ring, ornament, ring (b) Automobile, vehicle, commercial automobile, taxi (c) Quadrilateral, rhombus, polygon, parallelogram (d) Obtuse triangle, obtuse angle, angle, isosceles obtuse triangle 14.2. Correct each of the following definitions: (a) A regular polygon is an equilateral polygon. (b) An isosceles triangle is a triangle having at least two congruent sides and angles. (c) A pentagon is a geometric figure having five sides. (d) A rectangle is a parallelogram whose angles are right angles. (e) An inscribed angle is an angle formed by two chords. (f) A parallelogram is a quadrilateral whose opposite sides are congruent and parallel. (g) An obtuse angle is an angle larger than a right angle. 14.3. State the negative of each of the following statements: (a) x (b) 3y 2 15 4 (d) His mark was more than 65. (e) Joe is heavier than Dick. (f) a b c (14.4) (14.2) (14.1)



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(14.5)

14.4. State the inverse of each of the following statements, and indicate whether or not it is true. (a) A square has congruent diagonals. (b) An equiangular triangle is equilateral. (c) A bachelor is an unmarried person. (d) Zero is not a positive number.

14.5. State the converse, inverse, and contrapositive of each of the following statements. Indicate the truth or falsity of each, and check the logical equivalence of the statement and its contrapositive, and of the converse and inverse. (14.6) (a) If two sides of a triangle are congruent, the angles opposite these sides are congruent. (b) Congruent triangles are similar triangles. (c) If two lines intersect, then they are not parallel. (d) A senator of the United States is a member of its Congress. 14.6. Form partial converses and partial inverses of the theorems given in Fig. 14-5. (14.7)

Fig. 14-5





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6.1 d. all of the above. The context consists of a context node, a context position and size, variable bindings, and an initial context. 6.2 a, d, and e. The and \ are not part of the XPath syntax. 6.3 d. The / is the symbol for root. 6.4 b. Axes refer to the relationship between the nodes of a document. 6.5 The axes are child, descendant, parent, ancestor, sibling, following sibling, preceding sibling, following, preceding, self, descendent or self, and ancestor or self. 6.6 a and b. Variable reference and function call 6.7 Number, node set, Boolean, string 6.8 a, c, and d. int(), round(), and true() are Boolean, and concat() is a string function. 6.9 No, the data model for 1.0 is more conceptual in nature, and 2.0 is more implementable. 6.10 Yes, it is most important as of version XPath 2.0.

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The latest cost of the inventory consists of 250 units at $10. Howev er, since the ending inventory consists of 320 units, we must refer to the next most recent purchase of 70 units at $9. Therefore, you could say that the process for determining the cost of the units on hand involves work ing backward through the purchases until there is a suf cient quantity to cover the ending inventory count. Thus the ending inventory under the FIFO method would be valued and recorded at $3,130. The costs of goods sold can be determined by subtracting the value of the ending inventory from the total value of the inventory available for sale ($6,100 $3,130 = $2,970). Since 320 units remain as ending in ventory, the number of units sold is 380. It should be noted that as a method of assigning costs, FIFO may be used regardless of the actual physical ow of merchandise. Indeed, we might say that FIFO really stands for rst-price in, rst-price out. In a pe riod of rising prices, in ation, the FIFO method will yield the largest in ventory value, thus resulting in a larger net income. This situation occurs because this method assigns an inventory cost based on the most recent, higher costs. Conversely, the FIFO method would produce a smaller cost of goods sold, because the earlier, lower costs are assigned to the cost of goods sold.

14.7. For each of the following statements, determine whether the conditions in the hypothesis are necessary or sufficient to justify the conclusion. (14.8) (a) Senators of the United States are elected members of Congress, two from each state. (b) Elected members of Congress are senators of the United States. (c) Elected persons are government officials. (d) If a woman lives in New York City, then she lives in New York State. (e) A bachelor is an unmarried man. (f) A bachelor is an unmarried person. (g) A quadrilateral having two pairs of congruent sides is a parallelogram.

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