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(1) Sc ( 0) + ( K f C f (w d b ))Sc ( 0) = 0 (2 ) (1) Sc ( 0) + ( K f C f (w d b ))Sc ( 0) = 0 (3 ) (2 ) Sc ( 0) + ( K f C f (w d b ))Sc ( 0) = 0 (1) Sc (1) + ( K f C f (w d b ))Sc (1) = S(1)h ( Ks + K f ) hc C f (w d b ) (2 ) (1) Sc (1) + ( K f C f (w d b ))Sc (1) = 0 (3 ) (2 ) Sc (1) + ( K f C f (w d b ))Sc (1) = 0

// Constructor for TwoDShape public TwoDShape(double w, double h) { Width = w; Height = h; } // Properties for Width and Height public double Width { get { return pri_width; } set { pri_width = value < 0 -value : value; } } public double Height { get { return pri_height; } set { pri_height = value < 0 -value : value; } } public void ShowDim() { ConsoleWriteLine("Width and height are " + Width + " and " + Height); } } // A derived class of TwoDShape for triangles class Triangle : TwoDShape { string Style; // Call the base class constructor public Triangle(string s, double w, double h) : base(w, h) { Style = s; } // Return area of triangle public double Area() { return Width * Height / 2; } // Display a triangle's style public void ShowStyle() { ConsoleWriteLine("Triangle is " + Style); } } class Shapes4 { static void Main() { Triangle t1 = new Triangle("isosceles", 40, 40); Triangle t2 = new Triangle("right", 80, 120); ConsoleWriteLine("Info for t1: "); t1ShowStyle(); t1ShowDim(); ConsoleWriteLine("Area is " + t1Area());

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ab ac b )c = a b c (a a b = d if and only if d 1/b = a (provided b = 0) a0 = 1 a1 = a (a d)c = a c d c

Part I:

(523)

ConsoleWriteLine(); ConsoleWriteLine("Info for t2: "); t2ShowStyle(); t2ShowDim(); ConsoleWriteLine("Area is " + t2Area()); } }

public Triangle(string s, double w, double h) : base(w, h) {

10 [w]1: [T]1 [w]2: [T]1 [w]1: [T]2 [w]2: [T]2

In this version, Triangle( ) calls base with the parameters w and h This causes the TwoDShape( ) constructor to be called, which initializes Width and Height using these values Triangle no longer initializes these values itself It need only initialize the value unique to it: Style This leaves TwoDShape free to construct its subobject in any manner that it chooses Furthermore, TwoDShape can add functionality about which existing derived classes have no knowledge, thus preventing existing code from breaking Any form of constructor defined by the base class can be called by base The constructor executed will be the one that matches the arguments For example, here are expanded versions of both TwoDShape and Triangle that include default constructors and constructors that take one argument

Simplify each of the expressions (e4 )ln 3 , 5 7 4 5 3 2 , (32 x 3 )4

// Add more constructors to TwoDShape using System; class TwoDShape { double pri_width; double pri_height; // Default constructor public TwoDShape() { Width = Height = 00; } // Constructor for TwoDShape public TwoDShape(double w, double h) { Width = w; Height = h; } // Construct object with equal width and height public TwoDShape(double x) { Width = Height = x; } // Properties for Width and Height public double Width { get { return pri_width; } set { pri_width = value < 0 -value : value; } }

Since the rise portion of a DRD motion has Sc = 0 at t = 0, the rst three boundary conditions readily yield Sc(0) = 0, Sc(1)(0) = 0, Sc(2)(0) = 0, and Sc(3)(0) = 0 These four simple boundary conditions at t = 0, the three remaining boundary conditions at t = 1, and additional ones from the applications must be satis ed when the cam displacement is found by a numerical approach To obtain a solution for Sc the cam rise, h, must be known If the damper, Cf, is not present, hc can be found directly by imposing the output motion constraints on Eq (518) However, if Cf is present, hc cannot be found so easily Application of the boundary condition, S (1) (1) + ( K f C f (w d b ))Sc (1) = S(1)h ( Ks + K f ) hc C f (w d b ) (524)

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