Question 1
In Superdense Coding, what enables the transmission of 2 classical bits with one qubit?
Question 2
What is the magnitude of the complex number 3 + 4i?
Question 3
What does a CNOT gate do when the control qubit is in state |1⟩?
Question 4
In the context of qubits, what does the Bloch Sphere representation help visualize?
Question 5
In the Deutsch-Jozsa Algorithm, what state is intended by applying Hadamard gates to inputs?
Question 6
What is the primary goal of Shor's Algorithm?
Question 7
How is a quantum state's probability affected by phase kickback?
Question 8
In matrix multiplication, what is the resultant element in row 2, column 3 of the product of two matrices?
Question 9
How are probabilities of a measured qubit state calculated in a superposition α|0⟩ + β|1⟩?
Question 10
Which quantum state would be visually represented at the top of the Bloch Sphere?
Question 11
What distinguishes a Hermitian matrix?
Question 12
What is the result of applying the X gate on the qubit |0⟩?
Question 13
Which gate is applied in the Deutsch algorithm after the Hadamard gates?
Question 14
What role does Quantum Fourier Transform (QFT) play in quantum algorithms?
Question 15
What property does a unitary matrix have?