Tag Archives: #WSQ11

WSQ11

#WSQ11 Yo soy 196

The hardest WSQ so far. I needed lots of help from other school partners.

Code: Click here

Gilberto Rogel García a01630171

WSQ11 – YoSoy196

Yo Soy 196 #WSQ11 #TC1014

 

Finished the Yo Soy 196 code.

I had a lot of problems with the logic of this problem but in the end I managed to get it.

The other thing that I had problems with was in converting an int into str to make it a palindrome.

Code: https://github.com/YosefatJQ/Python-Course-TC1014/blob/master/wsq11.py

Yosoy196

I had a lot of trouble starting the code and getting the logic of the program, so I took some guidance of the code already uploaded

#WSQ11

This is an interesting (and kind of difficult) program, because you have to ask the user for the lower bound and the upper bound of a secuence; then, you have to evaluate each number of that secuence, and print how many numbers are natural palindromers, no lycher numbers and lycher number candidates.

I look for some information about lycher numbers in this link: http://en.wikipedia.org/wiki/Lychrel_number

The code has so many lines, so, you can find it here:

GitHub: https://github.com/taniaprogram/SolvingProblemsWithProgramming/blob/master/lycher.cpp

Google Drive: https://drive.google.com/file/d/0B-NM4ghaDXBvVkdRWmhXTmVLNm8/view?usp=sharing

And here you can see the program working.

The only thing that I could not implement is Big Integers library because it has not been updated (you can check more information here https://mattmccutchen.net/bigint/), so, the program does not work with numbers bigger than 100.

Finally, I used math.h or cmath, and you can find information here: http://www.cplusplus.com/reference/cmath/

WSQ11

WSQ11
here is my WSQ:https://github.com/juanheuforico/WSQ/blob/master/WSQ11.py

WSQ11

WSQ11

WSQ11
here is my WSQ:https://github.com/juanheuforico/WSQ/blob/master/WSQ11.py

WSQ11

WSQ11

WSQ11
here is my WSQ:https://github.com/juanheuforico/WSQ/blob/master/WSQ11.py

WSQ11

#WSQ11 #TC1017

https://github.com/MitziHernandez/wsq/blob/master/WSQ11

Lychrel numbers are natural numbers that do not form a palindrome after successive additions to their inverse.