Standardized Test Practice Circuit Mixed 2 Answers

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For $n=2$, this circuit is a circuit for a Deutsch-Jozsa algorithm . When the first qubit is $1$, we know that the second is [1_TEXT]$. And so on. If you are familiar with the algorithm, you will have noticed that the circuit we are given is identical to the circuit given in the algorithm.

For $n=4$, this circuit is a circuit for a Grover algorithm . When the first qubit is $1$, we know that the second is [1_TEXT]$, and when the second is $1$, we know that the first is [1_TEXT]$. The rest of the circuit is identical to the Deutsch-Jozsa and Simon circuits, and the circuit given in the log .

The next question I address is whether the current of the combination circuit is the same above and below the resistor inside the branches. If it is not the same above and below, then the current is not constant. The current above and below the resistor is never the same. I first address the resistor with the least resistance. I then move on to the resistor with the greatest resistance. The current inside of the branches is never the same above and below the resistor.

In a combination circuit, the current inside the branches is always less than the current outside the branches. The current through the branches is always less than the current through the resistor.

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