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To construct a line segment congruent to a given line segment To construct an angle congruent to a given angle To bisect a given angle To construct a line perpendicular to a given line through a given point on the line To bisect a given line segment To construct a line perpendicular to a given line through a given external point To construct a triangle given its three sides To construct an angle of measure 60 To construct a triangle given two sides and the included angle To construct a triangle given two angles and the included side To construct a triangle given two angles and a side not included To construct a right triangle given its hypotenuse and a leg To construct a line parallel to a given line through a given external point To construct a tangent to a given circle through a given point on the circle To construct a tangent to a given circle through a given point outside the circle To circumscribe a circle about a triangle To locate the center of a given circle To inscribe a circle in a given triangle To inscribe a square in a given circle To inscribe a regular octagon in a given circle To inscribe a regular hexagon in a given circle To inscribe an equilateral triangle in a given circle To construct a triangle similar to a given triangle on a given line segment as base.



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Solved Problem 1.2 Classify each of the following as elements of the accounting equation using the following abbreviations: A = Assets; L = Liabilities; C = Capital (a) (b) (c) (d) Solution: (a) A; (b) L; (c) C; (d) A Land Accounts Payable Owners Investment Accounts Receivable

Given: Line segment AB (Fig. 15-1) To construct: A line segment congruent to AB Construction: On a working line w, with any point C as a center and a radius equal to AB, construct an arc intersecting w at D. Then CD is the required line segment.

Fig. 15-1

CONSTRUCTION 2:





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The Web is an extremely powerful medium for the exchange of information, but unfortunately, HTML is not designed to accommodate a broad variety of data or datatypes XML, because of its extensibility and derivation from SGML, is much more suited for data exchange (but without resorting to the complexity of SGML) XML allows elements to be designed as an application-speci c process, de ned in a schema or DTD, and used over the Web in a language that best describes the data itself By de ning the XML elements needed, a number of otherwise nearly impossible tasks can be accomplished Again, XML de nes the data, and HTML de nes the presentation To put it another way, XML processes data, whereas HTML displays data Let s examine this simple yet crucial di erence further to gain a greater sense of the respective power of the two languages.

Fig. 15-2

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Given: jA (Fig. 15-2) To construct: An angle congruent to jA Construction: With A as center and a convenient radius, construct an arc (1) intersecting the sides of jA at B and C. With A , a point on a working line w, as center and the same radius, construct arc (2) intersecting w at B . With B as center and a radius equal to BC, construct arc (3) intersecting arc (2) at C . Draw A C . Then jA is the required angle. (^ABC > ^ A B C by SSS; hence jA > jA .)

15.1 Combining line segments Given line segments with lengths a and b (Fig. 15-3), construct line segments with lengths equal to (a) a 2b; (b) 2(a b); (c) b a.

Fig. 15-3

Solved Problem 1.3 Determine the effect of the following transactions on capital. (a) (b) (c) (d) Solution: (a) (b) (c) (d) pense. No effect only the asset and liability are affected. No effect same reason. Decrease in capital capital is withdrawn. Decrease in capital supplies that are used represent an ex Bought machinery on account. Paid the above bill. Withdrew money for personal use. Inventory of supplies decreased by the end of the month.

Use construction 1. (a) On a working line w, construct a line segment AB with length a. From B, construct a line segment with length equal to b, to point C; and from C construct a line segment with length b, to point D. Then AD is the required line segment. (b) Similar to (a). AD a b (a b). b a.

15.2 Combining angles Given ^ABC in Fig. 15-4, construct angles whose measures are equal to (a) 2A; (b) A (c) B A.

Fig. 15-4

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