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Const rational - PowerPoint PPT Presentation

Overloading

Overloading

Functions overloading Operator overloading. Overloading. Function overloading. Function Overloading. Overloaded functions have Same name Different sets of parameters Compiler selects proper function to execute based on number, types and order of arguments in the function call

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915 views • 72 slides
Abstract Data Types (ADTs)

Abstract Data Types (ADTs)

Abstract Data Types (ADTs). by Briana Morrison adapted from Dale/Weems/Headington and Cahoon/Davidson. Topics. Abstraction Abstract Data Types (ADTs) Separate Compilation Rational Class Overloading Operators Member function vs. non-member function Good ADTs Namespaces.

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CHAPTER 7 Implementing abstract data types ????????

CHAPTER 7 Implementing abstract data types ????????

CHAPTER 7 Implementing abstract data types ????????. Introduction

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Case Study - Fractions

Case Study - Fractions

Case Study - Fractions. Timothy Budd Oregon State University. Objectives. To easily create new instances of the rational number abstraction. To manipulate rational numbers using arithmetic operations, yielding new rational number results.

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391 views • 25 slides
Advanced Program Design with C++

Advanced Program Design with C++

Advanced Program Design with C++. Part 9: Operator overloading. Operator overloading. Sometimes using methods to implement arithmetic-style operations is not very convenient. Let us take as an example a Rational class:. class Rational { public :

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219 views • 21 slides
Chapter 11 Operator Overloading

Chapter 11 Operator Overloading

Chapter 11 Operator Overloading. Function Overloading (P.266). int square( int x ); double square( double x ); int max( int x , int y ); int max( int x , int y , int z );. L.5 Several functions of the same name that perform similar tasks, but on different data types.

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1 // Rational class interface: support operations for rationals 2 //

1 // Rational class interface: support operations for rationals 2 //

1 // Rational class interface: support operations for rationals 2 // 3 // CONSTRUCTION: with (a) no initializer, or (b) an integer 4 // that specifies the numerator, or (c) two integers 5 // specifying numerator and denominator, or 6 // (d) another Rational 7 //

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226 views • 12 slides

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