C1000-112 無料問題集「IBM Fundamentals of Quantum Computation Using Qiskit v0.2X Developer」

（A）Quantum systems can store more information due to qubit properties

（B）Quantum systems have limited storage capacity

（C）Classical systems can store infinite amounts of information

（D）Both systems have similar storage capacities

（A）from qiskit.circuit.library import CXGate
ccx = CXGate().control()
qc.append(ccx, [0,1,2])

（B）qc.cry(0,1,2)

（C）qc.ccx(0,1,2)

（D）qc.mct([0,1], 2)

（A）Utilization of quantum gates

（B）Ability to process complex arithmetic operations

（C）Quantum parallelism and superposition

（D）Larger memory capacity

（A）Bernstein-Vazirani algorithm

（B）Deutsch-Jozsa algorithm

（C）Grover's algorithm

（D）Shor's algorithm

（A）T gate

（B）Controlled-S gate

（C）Pauli-Z gate

（D）Phase gate

（A）display_quantum_circuit()

（B）plot_quantum_circuit()

（C）draw_circuit()

（D）visualize_circuit_structure()

（A）Classical binary data

（B）Digital images representing qubit states

（C）Classical programming instructions

（D）Quantum circuit descriptions and quantum operations

（A）Qasm describes classical computations that support quantum circuits

（B）Qasm describes the sequence of quantum operations in a circuit

（C）Qasm is a programming language used for quantum hardware communication

（D）Qasm provides a way to visualize quantum circuit execution

（A）{'100': 51, '000': 49}

（B）{'000': 24, '001': 25, '010': 26, '111': 25}

（C）{'001': 49, '000': 51}

（D）{'000': 48, '111': 52}

（A）Quantum Assembler

（B）Quantum Asymmetric Simulation Model

（C）Quantum Algorithmic Solver

（D）Quantum Assembly Language

（A）Through classical logic gates

（B）Via quantum gates and operators like Hadamard, CNOT, etc.

（C）Using classical binary instructions

（D）With digital symbols representing qubit states

（A）

（B）

（C）

（D）

（E）

（F）

（A）Correcting errors in the quantum gates

（B）Analyzing and interpreting measurement outcomes

（C）Optimizing quantum circuits for faster computation

（D）Filtering out unwanted quantum states