WorksheetsTYC_TEACHERS ASSESMENT EXAMINATION_QUANTUM ALGOEIRTHMS AND METHO
Total questions: 20
Worksheet time: 15mins
CO1 (L3)
A
B
C
D
CO3 (L3)
|1>
|0>
1
0
CO1(L3)
1
0
3
None of above
CO (L3)
0
1
3/2
None of above
CO1 (L3)
A
B
C
D
CO1 (L3)
Normalized
Orthonormal
Orthogonal
None of above
CO1 (L3)
|01>
|00>
|11>
|10>
CO1 (L3)
Superposition
Entangled
Bell state
None of above
CO1 (L3)
(a)
CO1( L3)
Normalized
Orthogonal
Not Normalized
Orthonormal
Which of the following best describes a Hilbert space? CO2 (L2)
A real-valued matrix space
A set of orthogonal classical bits
A complete vector space with inner products
A graph of qubit probabilities
Which state will result from applying Pauli-X gate on ∣0⟩|? CO2 (L2)
|0>
|1>
|+>
|->
Which of the following gates creates superposition? CO2 (L2)
Pauli X
Pauli Y
Pauli Z
Hadamard's gate
CO2 (L3)
0
0.1
0.25
0.50
The inner product of orthogonal quantum states is: CO2 (L2)
1
0
1/2
2/3
CO2 (L3)
0.5
1
0
0.25
A CNOT gate: CO2 (L2)
Flips the target only if control is ∣0⟩
Measures the target
Flips the target if control is ∣1⟩
Creates W- State
Which pair of vectors are orthogonal? CO2 (L2)
|+> and |->
|0> and |+>
A and B
None of the above
CO2 (L3)
A
B
C
D
CO2 (L3)
1/2
1
2
0
