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The $28,000 will become the estimated realizable value of the ac counts receivable at that date. The bad debt expense will appear as an op erating expense in the income statement.

Fig. 3-32

In each part of Fig. 3-33, nI, nII, and nIII can be proved congruent. Make a diagram showing the congruent parts and state the reason for congruency. (3.10)



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must be available for both symmetric and asymmetric key encryption schemes Flexibility of key delivery mechanism The encrypted elements syntax should be exible with regard to the key exchange method Independence from outer context An encrypted element should be able to be decrypted without having to rely on any outer context The encrypted element should not be a ected by changes to the outer context, that is, character encoding, DOCTYPE, and the like Compression An element should be allowed to be compressed before encryption The encryption of an XML document generally follows these steps: 1 A secret key, under which the XML document will be encrypted, is generated This secret key will be either randomly generated or derived from a pass phrase 2 The XML document is encoded as a stream of bytes.

Fig. 3-33





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Prove each of the following: (a) In Fig. 3-34: Given: AB > AC F is midpoint of BC. /1 /2 To Prove: (b) In Fig. 3-34: Given: FD > FE AB > AC AD > AE FD ' AB, FE ' AC To Prove: BF > FC (c) In Fig. 3-35: Given: AB > AC /A is trisected. AD > AE AB > AC DB > BC CE > BC To Prove: AD > AE

(3.11)

To Prove: (d) In Fig. 3-35: Given:

Fig. 3-34

There are two generally accepted methods of calculating the amount of uncollectible accounts. One method is to use a at percentage of the net sales for the year. The other method takes into consideration the ages of the individual accounts at the end of the scal year. Percentage of Sales Method Under the percentage of sales method, a xed percentage of the total sales on account is taken. For example, if charge sales were $200,000 and ex perience has shown that approximately 1 percent of such sales will be come uncollectible at a future date, the adjusting entry for the bad debt account would be: Bad Debt Expense Allowance for Bad Debt 2,000

Fig. 3-35

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Prove each of the following: (a) The median to the base of an isosceles triangle bisects the vertex angle.

(3.12)

(b) If the bisector of an angle of a triangle is also an altitude to the opposite side, then the other two sides of the triangle are congruent. (c) If a median to a side of a triangle is also an altitude to that side, then the triangle is isosceles. (d) In an isosceles triangle, the medians to the legs are congruent. (e) In an isosceles triangle, the bisectors of the base angles are congruent.

Parallel lines are straight lines which lie in the same plane and do not intersect however far they are ex4 4 4 4 tended. The symbol for parallel is i; thus, AB iCD is read line AB is parallel to line CD. In diagrams, arrows are used to indicate that lines are parallel (see Fig. 4-1).

Fig. 4-1

Fig. 4-2

2,000

A transversal of two or more lines is a line that cuts across these lines. Thus, EF is a transversal of AB and 4 CD, in Fig. 4-2. The interior angles formed by two lines cut by a transversal are the angles between the two lines, while 4 4 4 the exterior angles are those outside the lines. Thus, of the eight angles formed by AB and CD cut by EF in Fig. 4-2, the interior angles are j 1, j 2, j 3, and j 4; the exterior angles are j 5, j 6, j 7, and j 8.

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