Question: Consider a 3 qubit Grover's search algorithm. 1 . What is the number of qubits in the output? 2 . How many different numbers can

Consider a 3 qubit Grover's search algorithm.
1. What is the number of qubits in the output?
2. How many different numbers can be fed to the the algorithm?
3. What is the size of matrix associated with the oracle?
4. What is the size of matrix associated with the diffusion operator?
5. What is the optimum number of steps for the algorithm?
Let's assume the solution for the 3-qubit search is 6.
6. What is the content of the matrix associated with the oracle?
7. What is the content of matrix associated with the diffusion operator?
8. Implement the search for this solution using Strange, and render the circuit.

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