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Identify the MM testing coverage for the linked list of rectangles problem. class point { oat x; oat y; public: point( oat newx, oat newy) {x=newx; y=newy;} getx(){return x;} gety(){return y;} }; class rectangle { point pt1, pt2, pt3, pt4; public: rectangle( oat pt1x, pt1y, pt2x, pt2y, pt3x, pt3y, pt4x, pt4y) { pt1 = new point(pt1x, pt1y); pt2 = new point(pt2x, pt2y); pt3 = new point(pt3x, pt3y); pt4 = new point(pt4x, pt4y);} oat length(point r, point s){return sqrt((r.getx()-s.getx())^2+ (r.gety()-s.gety())^2); } oat area(){return length(pt1,pt2) * length(pt1,pt3);} }; class linklistnode { rectangle* node; linklistnode* next; public: linklistnode(rectangle* newRectangle){node=newRectangle; next=0;} linklistnode* getNext(){return next;} rectangle* getRectangle(){return node;} void setnext(linklistnode* newnext){next=newnext;} }; class rectanglelist { linklistnode* top; public: rectanglelist(){top = 0;} void addRectangle( oat x1, y1, x2, y2, x3, y3, x4, y4) { linklistnode* tempLinkListNode; rectangle* tempRectangle; tempRectangle = new rectangle(x1,y1,x2,y2,x3,y3,x4,y4); tempLinkListNode = new linkListNode(tempRectangle); tempLinkListNode->setnext(top); top=tempLinkListNode; } oat totalArea(){ oat sum; sum=0; linklistnode* temp; temp=top; while (temp !=0){sum=sum + temp->getRectangle()->area(); temp=temp->getNext();} return sum;} };

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Verify the time-shifting property (3.161, that is,

Because the radius is 10 in and the angular velocity is to be in revolutions per minute (r/min), change the linear velocity 15 mi/h to units of in/min. v v To change 15 15 mi # 5280 ft # 12 in # 1 h mi h 1 h 1 mi 1 ft 60 min 15,840 rad rad v 1584 r 10 min min 15,840 in min

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The calling structure is shown in the following. For each class, the functions of that class are listed and then for each function that calls other functions, those called functions are listed. For MM testing, every one of those calls must be executed. For example, four calls to point will be made. No decisions are shown; however, in this program, there are no decisions that affect the calling sequence. class point point() getx() gety() class rectangle rectangle() point::point() point::point() point::point() point::point() length() point::getx() point::getx() point::gety() point::gety() area() length() length() class linklistnode linklistnode() getNext() getRectangle() setnext() class rectanglelist rectanglelist() addRectangle() rectangle::rectangle() linklistnode::linklistnode() linklistnode::setnext() totalArea() linklistnode::getRectangle() rectangle::area() linklistnode::getNext() MM testing: Any test case that builds at least one rectangle and then gets the total area will execute all of these calls.

By definition ( 3 . 3 )

Function pair coverage requires that for all possible sequences of method executions, those of length two must be tested. This is usually done based on a state machine diagram or on a regular expression showing the possible method executions.

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to r/min, we multiply by 1/2 revolution per radian (r/rad). v 1584 rad min 1584 rad # 1 r 1 min 2p rad 792 r p min or 252 r/min

with the same ROC as for X ( s ) itself. Hence, where R and R' are the ROCs before and after the time-shift operation.

Since a regular expression can be mapped to a nite state machine, these two approaches are equivalent. Although the nite state machine used to describe the behavior of a software system may not be minimal, having additional states will increase the e ectiveness of the test set.

Verify the time-scaling property (3.181, that is,

Identify the function pair testing coverage for the linked list of rectangles program of Example 13.1. Consider the calling structure of the functions. class point point() getx() gety() class rectangle rectangle() point()point()point()point() length() getx()getx()gety()gety() area() length()length() class linklistnode linklistnode() getNext() getRectangle() setnext() class rectanglelist rectanglelist() addRectangle() rectangle()linklistnode()setnext() totalArea() (getRectangle()area()getNext())* Most of the regular expressions for the individual functions have a fixed list of method calls. Only the totalArea function is zero-or-more repetition from the while loop. Putting all of these together into one regular expression and considering that the rectanglelist has to be created first and then addRectangle or totalArea could be done gives the following regular expression: rectanglelist ((addRectangle rectangle point point point point linklistnode setnext) | (totalArea (getRectangle area length getx getx gety gety length getx getx gety gety getNext)*) The function pair testing can be achieved by the following test sets: 1. 2. 3. 4. Creating one rectangle, and then calculating the area Creating two or more rectangles, and then calculating the area Not creating any rectangles, and then calculating the area Creating rectangles after calculating the area

By definition ( 3 . 3 )

EXAMPLE 1.8 A wheel that is drawn by a belt is making 1 revolution per second (r/s). If the wheel is 18 cm in diameter, what is the linear velocity of the belt in cm/s

Identify the function pair testing coverage for the finite stack example shown in the state machine in Fig. 13-1. The error transitions are shown as arcs without destination states.

Note that because of the scaling s / a in the transform, the ROC of X ( s / a ) is aR. With a < 0, we have

Find the Laplace transform and the associated ROC for each of the following signals:

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