vrite the python code to complete the following. Submit by copying the CODE into the answer part. If your code does not compile 1. [1] create bras and kets for the 2 qubit basis: 00, 01, 10, 11. Print out the bras and kets 2. [2] Create the quantum state |a> (1+2j)|00> + (2-j)|11>. Normalize the state. Print out both. 3. [1] From your bras and kets in question 1, create projector for the 00 state. Print this out. 4. [2] Use the projector and other bras/kets to calculate the probability of a measurement of the |a> state resulting in |00>. Print out the probability 5. [2] The Cnot gate is given by: |00><00| +|01><01| + |11><10|+|10><11|. Use your bras and kets from question 1 to create the Cnot gate. Print out the Cnot tensor. 5. [2] Use the Cnot gate on the state [a>. with regards to |a> and Cnot|a>, determine which are entangled and which are product states. Print out this statement.
vrite the python code to complete the following. Submit by copying the CODE into the answer part. If your code does not compile 1. [1] create bras and kets for the 2 qubit basis: 00, 01, 10, 11. Print out the bras and kets 2. [2] Create the quantum state |a> (1+2j)|00> + (2-j)|11>. Normalize the state. Print out both. 3. [1] From your bras and kets in question 1, create projector for the 00 state. Print this out. 4. [2] Use the projector and other bras/kets to calculate the probability of a measurement of the |a> state resulting in |00>. Print out the probability 5. [2] The Cnot gate is given by: |00><00| +|01><01| + |11><10|+|10><11|. Use your bras and kets from question 1 to create the Cnot gate. Print out the Cnot tensor. 5. [2] Use the Cnot gate on the state [a>. with regards to |a> and Cnot|a>, determine which are entangled and which are product states. Print out this statement.
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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please answer part 3 only
![write the python code to complete the following. Submit by copying the CODE into the answer part.
If your code does not compile
|1. [1] create bras and kets for the 2 qubit basis: 00, 01, 10, 11. Print out the bras and kets
2. [2] Create the quantum state Ja> = (1+2j)|00> + (2-j)|11>. Normalize the state. Print out both.
3. [1] From your bras and kets in question 1, create projector for the 00 state. Print this out.
4. [2] Use the projector and other bras/kets to calculate the probability of a measurement of the |a> state
resulting in |00>. Print out the probability
5. [2] The Cnot gate is given by: |00><00| +|01><01| + |11><10|+|10><11|. Use your bras and kets
from question 1 to create the Cnot gate. Print out the Cnot tensor.
6. [2] Use the Cnot gate on the state |a>. with regards to |a> and Cnot|a>,
determine which are entangled and which are product states. Print out this statement.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faf511e8e-9df3-4b68-b30c-3d8390a6f30b%2Fe1b33bb1-482c-4432-a75b-4c83cfffbf6c%2Fyxclwi6_processed.png&w=3840&q=75)
Transcribed Image Text:write the python code to complete the following. Submit by copying the CODE into the answer part.
If your code does not compile
|1. [1] create bras and kets for the 2 qubit basis: 00, 01, 10, 11. Print out the bras and kets
2. [2] Create the quantum state Ja> = (1+2j)|00> + (2-j)|11>. Normalize the state. Print out both.
3. [1] From your bras and kets in question 1, create projector for the 00 state. Print this out.
4. [2] Use the projector and other bras/kets to calculate the probability of a measurement of the |a> state
resulting in |00>. Print out the probability
5. [2] The Cnot gate is given by: |00><00| +|01><01| + |11><10|+|10><11|. Use your bras and kets
from question 1 to create the Cnot gate. Print out the Cnot tensor.
6. [2] Use the Cnot gate on the state |a>. with regards to |a> and Cnot|a>,
determine which are entangled and which are product states. Print out this statement.
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