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ecen_370_assignments [2015/06/25 10:05]
perry
ecen_370_assignments [2015/12/30 22:45] (current)
nielson
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 | [[ecen_370_assignments#​Homework 7|HW 7]]    | Marginal PDF, Conditional PDF, Expectation ​           |   ​Review ​                                                          | 3.4-3.5 ​            ​|  ​ | [[ecen_370_assignments#​Homework 7|HW 7]]    | Marginal PDF, Conditional PDF, Expectation ​           |   ​Review ​                                                          | 3.4-3.5 ​            ​|  ​
 | [[ecen_370_assignments#​Homework 8|HW 8]]    |PDF, CDF, Poisson RV                |    Review ​                                                                                                                   | 3.6-4.1 ​            | | [[ecen_370_assignments#​Homework 8|HW 8]]    |PDF, CDF, Poisson RV                |    Review ​                                                                                                                   | 3.6-4.1 ​            |
-| [[ecen_370_assignments#​Homework 9|HW 9]]    | N/A                      |   ​[[matlab_guide#​RootsPolynomial Roots]],                                                                                  ​| 4.1-5.2 ​             | +| [[ecen_370_assignments#​Homework 9|HW 9]]    | N/A                      |   ​[[matlab_guide#​Real and Imaginary CommandCorrelation]]                                                     ​| 4.1-5.2 ​                  ​|
-| :::                                         | :::                                       ​| ​ [[matlab_guide#​Real and Imaginary Command| Real and Imaginary Command]] ​                                                    | :::                  ​|+
 | [[ecen_370_assignments#​Homework 10|HW 10]]  |Central Limit Theorem ​    ​| ​  ​Review ​                                                                                                                    | 5.3-6.1 ​      | | [[ecen_370_assignments#​Homework 10|HW 10]]  |Central Limit Theorem ​    ​| ​  ​Review ​                                                                                                                    | 5.3-6.1 ​      |
  
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 sequences you suspect are fraudulent. sequences you suspect are fraudulent.
 </​file>​ </​file>​
 +==Files==
 {{::​hw2_matlab_example.m|}} {{::​hw2_matlab_example.m|}}
  
 {{::​coin_flip_data.zip|}} {{::​coin_flip_data.zip|}}
  
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 {{::​homework_2.m|}} {{::​homework_2.m|}}
  
 {{::​solution_graph.png?​200|}} {{::​solution_graph.png?​200|}}
 +</​ifauth>​
  
 === Homework 3 === === Homework 3 ===
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 with the probability mass function you computed analytically?​ with the probability mass function you computed analytically?​
 </​file>​ </​file>​
 +==Files==
 {{::​hw3_matlab_example.m|}} {{::​hw3_matlab_example.m|}}
  
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 {{::​homework_3.m|}} {{::​homework_3.m|}}
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 {{::​screenshot_from_2015-06-09_19_06_44.png?​200|}} {{::​screenshot_from_2015-06-09_19_06_44.png?​200|}}
-  ​+</​ifauth>  ​
  
 === Homework 4 === === Homework 4 ===
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 </​file>​ </​file>​
 +==Files==
 {{::​simulate_joint_pmf.m|}} {{::​simulate_joint_pmf.m|}}
  
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 {{:​burgerfry.zip|}} {{:​burgerfry.zip|}}
  
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 {{::​hw_4.m|}} {{::​hw_4.m|}}
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 {{:​capture_2.png?​200|}} {{:​capture_2.png?​200|}}
 +</​ifauth>​
  
 === Homework 5 === === Homework 5 ===
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 </​file>​ </​file>​
  
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 {{::​hw5.m|}} {{::​hw5.m|}}
 +</​ifauth>​
  
 === Homework 6 === === Homework 6 ===
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   histogram plot. It should look like the histogram for an exponential random variable!   histogram plot. It should look like the histogram for an exponential random variable!
 </​file>​ </​file>​
 +==Files==
 {{::​continuous_sim_commented.m|}} {{::​continuous_sim_commented.m|}}
 +
 +<ifauth @admin>
 ==Solution== ==Solution==
 {{::​homework_6_graph_0.png?​200|}} {{::​homework_6_graph_0.png?​200|}}
  
 {{::​capture_0.png?​200|}} {{::​capture_0.png?​200|}}
 +</​ifauth>​
  
 === Homework 7 === === Homework 7 ===
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    c) Find E[Y] from simulation.    c) Find E[Y] from simulation.
 </​file>​ </​file>​
 +
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 {{::​homework_7_graph.png?​200|}} {{::​homework_7_graph.png?​200|}}
 +</​ifauth>​
  
 === Homework 8 === === Homework 8 ===
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    d) Compare your plot with the analytic solution you derived above    d) Compare your plot with the analytic solution you derived above
 </​file>​ </​file>​
 +==Files==
 {{::​hw8.m|}} {{::​hw8.m|}}
  
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 {{::​chapter4_problem1.m|}} {{::​chapter4_problem1.m|}}
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 {{:​chapter_4_problem_8_graph.png?​200|}} {{:​chapter_4_problem_8_graph.png?​200|}}
 +</​ifauth>​
  
 === Homework 9 === === Homework 9 ===
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    d) Do the simulated values you computed in part (b) match the values in part (a)?    d) Do the simulated values you computed in part (b) match the values in part (a)?
 </​file>​ </​file>​
 +
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 +
 +</​ifauth>​
  
 === Homework 10 === === Homework 10 ===
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 <​file>​ <​file>​
  
-Objective: ​+Objective: ​To calculate the sum of R.V. and prove that their output is Gaussian
  
-Syntax:+StarterRefer to page 182 in the book
  
-Functions to Learn: ​+Functions to Learn: ​none
  
 Viewing the Central Limit Theorem: Viewing the Central Limit Theorem:
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       raw histogram by both the total number of points (estimate of probability per interval) and       raw histogram by both the total number of points (estimate of probability per interval) and
       by the length of each interval (estimate of probability density per interval).       by the length of each interval (estimate of probability density per interval).
-   c) On the same graph as the histogram (use the “hold on” and “hold ​of” commands), plot a+   c) On the same graph as the histogram (use the “hold on” and “hold ​off” commands), plot a
       Gaussian (normal) random variable with the mean and standard deviation for Y.       Gaussian (normal) random variable with the mean and standard deviation for Y.
    d) Compare the plots obtained in part b) and part c).    d) Compare the plots obtained in part b) and part c).
    e) Do the means and standard deviations agree with what you found in part a)?    e) Do the means and standard deviations agree with what you found in part a)?
 </​file>​ </​file>​
 +
 +<ifauth @admin,​@370ta>​
 ==Solution== ==Solution==
 +{{::​graph_hw10.png?​200|}}
 +</​ifauth>​
ecen_370_assignments.1435248359.txt.gz · Last modified: 2015/06/25 10:05 by perry