cs106b | CS 106B : Programming Abstractions | Interpreter library
kandi X-RAY | cs106b Summary
kandi X-RAY | cs106b Summary
:neckbeard: CS 106B: Programming Abstractions (C++) | Spring 2017
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QUESTION
I have been currently taking this introductory programming course offered by stanford online, CS106B. In the Linked List structure the professor implemented this code which I am unable to wrap my head around.
...ANSWER
Answered 2019-Sep-27 at 03:48The return value of the function GetNewEntry
is a pointer of type Entry *
.
If you removed the *
from the code as is, you would end up returning a Entry
instead, and the code would fail to compile, since newOne
is a Entry *
.
QUESTION
I am working with an XML type database in PHP. Using SimpleXML I'm working with the documentation. But when collecting a value, it remains in the first node.
Here XML-DataBase
...ANSWER
Answered 2018-Mar-18 at 17:57The problem is that you are only looping over the courses in the first department because of - $xml->department->course
. There are several points where there may be multiple elements, even with prereq
may have multiple entries.
It may be simpler to use XPath to find the elements where prereq
is 'CS106B'. The following says - find the courses which have a prerequisites
and then a prereq
element with a value of 'CS106B'
...
QUESTION
I'm trying to solve a problem given in the free online CS106B course from Stanford. The text of the problem shown below. I have written a function, but I'm not sure if the logic is right (not one of those programs when you know you have the right answer). Please see problem and my code below. I'd appreciate any feedback/suggestions.
PROBLEM: Consider a 1000-voter election with a single percentage point spread between two candidates, i.e. 50.5% vote for one candidate, 49.5% for the other. The voting machine makes an error 8% of the time and records a vote for the opposite candidate than intended. Is this error rate high enough to invalidate the results of the election? With a little knowledge of statistics, it is not hard to calculate the exact probability of an invalid outcome, but it is even easier to simulate this process. Generate a sequence of 505 votes for candidate A and 495 for candidate B where each vote has a 8% chance of being inverted when recorded. Do the vote totals result in B defeating A, despite the original intentions of the voters? This outcome represents one trial in the simulation. If you repeat this trial many times and keep track of the results, the ratio:
(number of trials in which election result was invalid)/(total number of trials)
provides an estimate of the percentage chance of an invalid election result.
Write a program that prompts the user to enter the voting simulation parameters, then performs 500 simulation trials and reports the ratio calculated above. A sample run of the program is shown below:
Enter number of voters: 10000
Enter percentage spread between candidates: .005
Enter voting error percentage: .15
Chance of an invalid election result after 500 trials = 13.4%
Your program should take care to verify the user's chosen simulation parameters are within range (percentages must be 0 to 1.0 and number of voters should be positive) and if necessary, re-prompt for valid input. Note that because of the randomness in the simulation, it is expected that the results will vary from run to run.
CODE (P.S. I used Stanford CPP libraries):
...ANSWER
Answered 2018-Jan-28 at 02:07I believe your program is correct.
If people vote for candidate A with probability 0.5025, and the voting machine misregisters the vote with probability 0.15, then it means that the voting machine will register candidate A with probability 0.5025*(1-0.15) + (1-0.5025)*0.15 = 0.50175. When I plug this into the binomial distribution to find the probability of less than 5000 votes for A in 10000 votes, I find that the probability is about 0.36.
That's just a back-of-the-envelope estimate, not a correct calculation, but it shows that your 30% may not be too high.
(Update: Just to be sure, I also wrote a quick Python program that solves the problem using a different technique, and it also gives about 30%.)
Update 2: I woke up this morning with an idea for a way to compute the exact probability, and just had to try it out. So here's one way to find it with scipy;
QUESTION
I want to do the CS106b/CS106x course of Stanford but have problems running a C++ sample project in Qt successfully. So far it is possible for me to build the project but when I try to run it, the following error message is always shown:
...ANSWER
Answered 2017-Jan-25 at 20:32Okay I found a solution together with a friend. The problem was that my system environment variable SPL_HOME was empty, like already assumed from the error description.
In my case I first checked again if it's empty in the terminal with:
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