Consider 1 the following computational problem Altered Mult: Input -15 ≤x≤25, x €Z;-20 ≤ y ≤ 67, y € Z Output the integer 2*x-5*y 2 the following correct choices for x and y for Boundary Value Analysis extended for Robustness Testing, C_x=(-16, -15, -14, 1, 24, 25, 26) C_y=(-21, -20, -19, 10, 66, 67, 68) 3 and the test suite J: X -15 -14 1 24 25 1 1 1 1 -16 26 1 1 Y 10 10 10 10 10 -20 -19 66 67 10 10 -21 10 expected result -80 -78 48 -2 0 102 95 332 337 -82 2 210 -680 For the sake of this exercise, we take the decision to apply the formula for output also for values outside the input domain. Say what holds for J: C_x and C_y are combinded in such a way that all required combinations for Boudary Analysis appear. There is at least one correctly calculated expected result for the values given for x and y. There is at least one correct combination from C_x and C_y for Boundary Analysis. All expected results are correct.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Consider
1 the following computational problem
AlteredMult:
Input -15 ≤x≤ 25, x € Z; -20 <y<67, y € Z
Output the integer 2*x - 5*y
2 the following correct choices for x and y for Boundary Value Analysis
extended for Robustness Testing, C_x=(-16, -15, -14, 1, 24, 25, 26)
C_y=(-21, -20, -19, 10, 66, 67, 68)
3 and the test suite J:
X
-15
-14
1
24
25
1
1
000
1
1
-16
26
1
1
Y
10
10
10
10
10
-20
-19
66
67
10
10
-21
10
expected result
-80
-78
48
-2
0
102
95
332
337
-82
2
210
-680
For the sake of this exercise, we take the decision to apply the formula for output also for values outside the input domain.
Say what holds for J:
C_x and C_y are combinded in such a way that all required combinations for Boudary Analysis appear.
There is at least one correctly calculated expected result for the values given for x and y.
There
is at least one correct combination from C_x and C_y for Boundary Analysis.
All expected results are correct.
Transcribed Image Text:Consider 1 the following computational problem AlteredMult: Input -15 ≤x≤ 25, x € Z; -20 <y<67, y € Z Output the integer 2*x - 5*y 2 the following correct choices for x and y for Boundary Value Analysis extended for Robustness Testing, C_x=(-16, -15, -14, 1, 24, 25, 26) C_y=(-21, -20, -19, 10, 66, 67, 68) 3 and the test suite J: X -15 -14 1 24 25 1 1 000 1 1 -16 26 1 1 Y 10 10 10 10 10 -20 -19 66 67 10 10 -21 10 expected result -80 -78 48 -2 0 102 95 332 337 -82 2 210 -680 For the sake of this exercise, we take the decision to apply the formula for output also for values outside the input domain. Say what holds for J: C_x and C_y are combinded in such a way that all required combinations for Boudary Analysis appear. There is at least one correctly calculated expected result for the values given for x and y. There is at least one correct combination from C_x and C_y for Boundary Analysis. All expected results are correct.
Consider the following computation problem in two variables:
Input -50<x< 50, x € Z; -10 ≤ y ≤ 10, y = Z
Output the integer 2x+3y-17
and the following partition of the input domains:
Ax = {[-50, -22], [-21, 20], [21, 50] } for the variable x
Ay = { [-10, 1], [2, 10] } for the variable y
Consider the following test suite R:
X
0000
-30
40
Say what holds for R:
Y
0
0
expected
result
-77
64
There is a representative for all classes from Ay.
There is a representative for all classes from Ax.
All expected results are correct.
All classes from Ax have at most one representative.
It has more test cases than a minimal test suite requires.
There is at least one expected result calculated correctly from the numbers given for x and y.
Transcribed Image Text:Consider the following computation problem in two variables: Input -50<x< 50, x € Z; -10 ≤ y ≤ 10, y = Z Output the integer 2x+3y-17 and the following partition of the input domains: Ax = {[-50, -22], [-21, 20], [21, 50] } for the variable x Ay = { [-10, 1], [2, 10] } for the variable y Consider the following test suite R: X 0000 -30 40 Say what holds for R: Y 0 0 expected result -77 64 There is a representative for all classes from Ay. There is a representative for all classes from Ax. All expected results are correct. All classes from Ax have at most one representative. It has more test cases than a minimal test suite requires. There is at least one expected result calculated correctly from the numbers given for x and y.
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