Consider the system S in Figure 9.7, which has three input parameters X, Y, and Z. Assume that set D, a set of input test data values, has been selected for each of the input variables such that D(X) = {True, False}, D(Y) = {0, 5}, and D(Z) = {P,Q,R}. Using the orthogonal array method discussed in this chapter, generate pairwise test cases for this system. Compare the results with the test suite generated using the IPO algorithm
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Consider the system S in Figure 9.7, which has three
input parameters X, Y, and Z....
Consider a system that consists of 4 parameters, P1, P2, P3, and P4. Each parameter has...
Consider a system that consists of 4 parameters, P1, P2, P3, and P4. Each parameter has two values 0 and 1. Apply algorithm IPO to create a pairwise test set for this system. Use “-” to represent don’t care values, i.e., values that do not affect coverage. Clearly indicate your tie-breaking rules that may be needed in the test generation process. You must show intermediate steps to obtain full credits.
Consider a system that consists of 4 parameters, P1, P2, P3, and P4. Each parameter has...
Consider a system that consists of 4 parameters, P1, P2, P3, and P4. Each parameter has two values 0 and 1. Apply algorithm IPO to create a pairwise test set for this system. Use “-” to represent don’t care values, i.e., values that do not affect coverage. Clearly indicate your tie-breaking rules that may be needed in the test generation process. You must show intermediate steps to obtain full credits.
Q31 For the figure shown below W is an input, (X, Y and Z) are connected...
Q31 For the figure shown below W is an input, (X, Y and Z) are connected to (S2, S and So), find the Boolean function F (W, X, Y, Z) in SOP and implement it use: 1. Multiplexer: One-piece (4 to 1) and external gates (W, X are selectors). 2. Decoder: Five (2 to 4) with AND gate. 0 1 8 to 1 MUX Do D, F OP D, S S S 35 Marks] X Y Z
Q31 For the...
Problem 17. Consider the standard amplitude-modulation system shown in Figure 3 Figure 3 x) Chann...
Analysis Linear Systems
Problem 17. Consider the standard amplitude-modulation system shown in Figure 3 Figure 3 x) Channel Filter he(r) cos wor cos ωοι M(w) H(u) (a) Sketch the spectrum of r(t). (b) Sketch the spectrum of y(t) for the following cases: (i) 0S WcWo-m (iii) wc >wowm (c) Sketch the spectrum of z(t) for the following cases: (i) 0 S WcWo-m (iii) wc >wowm d) Sketch the spectrum of v(t) if we wowm and (i) w
Design a circuit with three input variables x y z representing the bits in a binary...
Design a circuit with three input variables x y z representing the bits in a binary numbers and three outputs( a, b and c) also representing bits in a binary numbers when the inputs 0, 1, 6 or 7. The binary output will be complement of the input when the binary input is 2, 3, 4, or 5. The output is the input shifted left with a rotation( Example 3 = 011, outputs 001)
Consider a data set consisting of values for three variables: x, y, and z. Three observations...
Consider a data set consisting of values for three variables: x, y, and z. Three observations are made on each of the three variables. The following table shows the values of x, y, z, x2, y2, z2, xy, yz, and xz for each observation. Observation x y z x2 y2 z2 xy yz xz 6 6 2 36 36 4 36 12 12 4 3 8 16 9 64 12 24 32 2 6 5 4 36 25 12 30...
Let X, Y and Z be three independent Poisson random variable with parameters λι, λ2, and λ3, respectively. For y 0,1,2,t, calculate P(Y yX+Y+Z-t) (Hint: Determine first the probability distribution of...
Let X, Y and Z be three independent Poisson random variable with parameters λι, λ2, and λ3, respectively. For y 0,1,2,t, calculate P(Y yX+Y+Z-t) (Hint: Determine first the probability distribution of T -X +Y + Z using the moment generating function method. Moment generating function for Poisson random variable is given in earlier lecture notes)
Let X, Y and Z be three independent Poisson random variable with parameters λι, λ2, and λ3, respectively. For y 0,1,2,t, calculate P(Y yX+Y+Z-t) (Hint:...
+z X ya +y +x -Z Consider the three-dimensional coordinate system where x goes toward you...
+z X ya +y +x -Z Consider the three-dimensional coordinate system where x goes toward you and away from you, y goes right and left, and a goes up and down with and directions as shown. At one point in time an electromagnetic wave is moving in the direction and has its E- field in the -z direction. In which direction is B-field at the same point in time? y direction +y direction +x direction - direction O +z direction
(10) Consider the vector field F (x, y, z) = (x,y, z). Clearly sketch and label three oriented surfaces S, So and S who...
(10) Consider the vector field F (x, y, z) = (x,y, z). Clearly sketch and label three oriented surfaces S, So and S whose flux is negative, zero, and positive, respectively. Be sure to indicate orientations. Explain your conclusions
(10) Consider the vector field F (x, y, z) = (x,y, z). Clearly sketch and label three oriented surfaces S, So and S whose flux is negative, zero, and positive, respectively. Be sure to indicate orientations. Explain your conclusions
help please. +z -X +y +x Z Consider the three-dimensional coordinate system where x goes toward...
help please.
+z -X +y +x Z Consider the three-dimensional coordinate system where x goes toward you and away from you, y goes right and left, and z goes up and down with + and directions as shown. At one point in time an electromagnetic wave is moving in the - direction and has its E-field in the -z direction. In which direction is B-field at the same point in time? +2 direction -y direction -z direction
Q31 For the figure shown below W is an input, (X, Y and Z) are connected to (S2, S and So), find the Boolean function F (W, X, Y, Z) in SOP and implement it use: 1. Multiplexer: One-piece (4 to 1) and external gates (W, X are selectors). 2. Decoder: Five (2 to 4) with AND gate. 0 1 8 to 1 MUX Do D, F OP D, S S S 35 Marks] X Y Z
Q31 For the...
Analysis Linear Systems
Problem 17. Consider the standard amplitude-modulation system shown in Figure 3 Figure 3 x) Channel Filter he(r) cos wor cos ωοι M(w) H(u) (a) Sketch the spectrum of r(t). (b) Sketch the spectrum of y(t) for the following cases: (i) 0S WcWo-m (iii) wc >wowm (c) Sketch the spectrum of z(t) for the following cases: (i) 0 S WcWo-m (iii) wc >wowm d) Sketch the spectrum of v(t) if we wowm and (i) w
Consider a data set consisting of values for three variables: x, y, and z. Three observations are made on each of the three variables. The following table shows the values of x, y, z, x2, y2, z2, xy, yz, and xz for each observation. Observation x y z x2 y2 z2 xy yz xz 6 6 2 36 36 4 36 12 12 4 3 8 16 9 64 12 24 32 2 6 5 4 36 25 12 30...
Let X, Y and Z be three independent Poisson random variable with parameters λι, λ2, and λ3, respectively. For y 0,1,2,t, calculate P(Y yX+Y+Z-t) (Hint: Determine first the probability distribution of T -X +Y + Z using the moment generating function method. Moment generating function for Poisson random variable is given in earlier lecture notes)
Let X, Y and Z be three independent Poisson random variable with parameters λι, λ2, and λ3, respectively. For y 0,1,2,t, calculate P(Y yX+Y+Z-t) (Hint:...
+z X ya +y +x -Z Consider the three-dimensional coordinate system where x goes toward you and away from you, y goes right and left, and a goes up and down with and directions as shown. At one point in time an electromagnetic wave is moving in the direction and has its E- field in the -z direction. In which direction is B-field at the same point in time? y direction +y direction +x direction - direction O +z direction
(10) Consider the vector field F (x, y, z) = (x,y, z). Clearly sketch and label three oriented surfaces S, So and S whose flux is negative, zero, and positive, respectively. Be sure to indicate orientations. Explain your conclusions
(10) Consider the vector field F (x, y, z) = (x,y, z). Clearly sketch and label three oriented surfaces S, So and S whose flux is negative, zero, and positive, respectively. Be sure to indicate orientations. Explain your conclusions
help please.
+z -X +y +x Z Consider the three-dimensional coordinate system where x goes toward you and away from you, y goes right and left, and z goes up and down with + and directions as shown. At one point in time an electromagnetic wave is moving in the - direction and has its E-field in the -z direction. In which direction is B-field at the same point in time? +2 direction -y direction -z direction
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