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15.1 Introduction 15.2 Duplicating Segments and Angles 15.3 Constructing Bisectors and Perpendiculars 15.4 Constructing a Triangle 15.5 Constructing Parallel Lines 15.6 Circle Constructions 15.7 Inscribing and Circumscribing Regular Polygons 15.8 Constructing Similar Triangles

These names are easier to read than middleini tial and maxunsignedint. As an alternative, some programmers use a underscore to simulate blanks, like this:

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Suppose we wish to append the following data to the file Daily Temperatures.txt, which was created in the last example. Day High Temperature, F Sunday 70 Monday 67 Tuesday 74 Wednesday 79 Thursday 83 Friday 86 Saturday 85 If we execute the program and select Append from the File menu (see Fig. 9.22), the Open menu appears. We then specify the filename Daily Temperatures.txt, as shown in Fig. 9.23.

char middle-initial; unsigned max-unsigned-int;

17.1 Solids 17.2 Extensions to Solid Geometry 17.3 Areas of Solids: Square Measure 17.4 Volumes of Solids: Cubic Measure

CHAP. l]

18.1 Introduction to Transformations 18.2 Transformation Notation 18.3 Translations 18.4 Reflections 18.5 Rotations 18.6 Rigid Motions 18.7 Dihilations

An integer is a whole number: 0, 1, -1, 2, -2, 3, -3, etc. An unsigned integer is an integer that is not negative: 0, 1, 2, 3, etc. C++ has the following nine integer types:

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19.1 The Foundations of Geometry 19.2 The Postulates of Euclidean Geometry 19.3 The Fifth Postulate Problem 19.4 Different Geometries

char signed char unsigned char short int int long int unsigned unsigned unsigned short int int long int

302 306 323

The differences between these nine types is the range of values that they allow. These ranges depend, to some extent, upon the computer system being used. For example on most DOS PCs, int ranges between the values -32,768 and 32,767, while on most UNIX workstations it ranges between the values -2,147,483,648 and 2,147,483,647. The int" part may be omitted from the type names short int, long int, unsigned short int, unsigned int,and unsigned

The program in the example below prints the ranges of all the integer types on your machine. These limits, named SCHAR -MIN, L O N G - MAX, etc., are constants stored in the header file c 1 imi t s . h>, so the following preprocessor directive

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The word geometry is derived from the Greek words geos (meaning earth) and metron (meaning measure). The ancient Egyptians, Chinese, Babylonians, Romans, and Greeks used geometry for surveying, navigation, astronomy, and other practical occupations. The Greeks sought to systematize the geometric facts they knew by establishing logical reasons for them and relationships among them. The work of men such as Thales (600 B.C.), Pythagoras (540 B.C.), Plato (390 B.C.), and Aristotle (350 B.C.) in systematizing geometric facts and principles culminated in the geometry text Elements, written in approximately 325 B.C. by Euclid. This most remarkable text has been in use for over 2000 years.

CHAP. 9]

This program prints the limits to the ranges of the various integer types:

These undefined terms underlie the definitions of all geometric terms. They can be given meanings by way of descriptions. However, these descriptions, which follow, are not to be thought of as definitions.

// Prints the constants stored in 1imits.h:

A point has position only. It has no length, width, or thickness. A point is represented by a dot. Keep in mind, however, that the dot represents a point but is not a point, just as a dot on a map may represent a locality but is not the locality. A dot, unlike a point, has size. A point is designated by a capital letter next to the dot, thus point A is represented: A.

"minimum "maximum "minimum "maximum "minimum "maximum "minimum "maximum "minimum "maximum "maximum "maximum "maximum "maximum

A line has length but has no width or thickness. A line may be represented by the path of a piece of chalk on the blackboard or by a stretched rubber band. A line is designated by the capital letters of any two of its points or by a small letter, thus:

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