Joseph Posted October 8, 2015 Share Posted October 8, 2015 Just throwing it out there, if you are combining numbers from 0000-9999 there are 10 000 possibility. Why? 0001-9999 will he 9999 combos 0000 is also a combo. 9999 + 1 = 10 000 Ty Noah for closing your thread right before I was about to reply in it. -Tom :* Quote Link to comment Share on other sites More sharing options...
PaasHazen18 Posted October 8, 2015 Share Posted October 8, 2015 Lol @ those calculations, - - - -, four digits, ten possibilities for each digit: 10*10*10*10=10.000. I don't know where you went to school.. Quote Link to comment Share on other sites More sharing options...
Joseph Posted October 8, 2015 Author Share Posted October 8, 2015 Lol @ those calculations, - - - -, four digits, ten possibilities for each digit: 10*10*10*10=10.000. I don't know where you went to school.. Tbh my logic is easier than yours. So I don't know why your trash talking it. I could ask you the same thing, what school did you go to, but I really don't care. 1 Quote Link to comment Share on other sites More sharing options...
NoahTheWeebWolf Posted October 8, 2015 Share Posted October 8, 2015 I have no idea what this is about. I got the answers I sought... I locked my thread. 2 Quote Link to comment Share on other sites More sharing options...
PaasHazen18 Posted October 8, 2015 Share Posted October 8, 2015 Tbh my logic is easier than yours. So I don't know why your trash talking it. I could ask you the same thing, what school did you go to, but I really don't care. Okay XX - YYY - XX X for letters, Y for numbers. I'm using 22 different letters and 9 different numbers. How many combinations are possible XX-YYY-XX? Apply your logic please. 1 Quote Link to comment Share on other sites More sharing options...
Joseph Posted October 8, 2015 Author Share Posted October 8, 2015 I have no idea what this is about. I got the answers I sought... I locked my thread. I just wanted to reply on the thread for an incorrect statement someone stated thats all. I was typing my response and when I submitted, the thread was locked. Quote Link to comment Share on other sites More sharing options...
Volta Posted October 8, 2015 Share Posted October 8, 2015 nerds 1 Quote Link to comment Share on other sites More sharing options...
Joseph Posted October 8, 2015 Author Share Posted October 8, 2015 nerdsWise over ignorance. Is how I like to see it. Okay XX - YYY - XX X for letters, Y for numbers. I'm using 22 different letters and 9 different numbers. How many combinations are possible XX-YYY-XX? Apply your logic please. TOUCHÉ. That's where your logic comes in. Which now I know Quote Link to comment Share on other sites More sharing options...
Ericthecmh Posted October 8, 2015 Share Posted October 8, 2015 Lol @ those calculations, - - - -, four digits, ten possibilities for each digit: 10*10*10*10=10.000. I don't know where you went to school.. Okay XX - YYY - XX X for letters, Y for numbers. I'm using 22 different letters and 9 different numbers. How many combinations are possible XX-YYY-XX? Apply your logic please. Since you're trashtalking Joseph, I want to ask you this: From 0 to 2000, how many even numbers are there? Would you seriously use combinatorial logic for this? Joseph's solution is by far the simplest for the type of problem he's talking about. 2 Quote Link to comment Share on other sites More sharing options...
Volta Posted October 8, 2015 Share Posted October 8, 2015 Wise over ignorance. Is how I like to see it. fgt over fgt, fgt 1 Quote Link to comment Share on other sites More sharing options...
NoahTheWeebWolf Posted October 8, 2015 Share Posted October 8, 2015 I just wanted to reply on the thread for an incorrect statement someone stated thats all. I was typing my response and when I submitted, the thread was locked. Ok I see but what does Tom have to do with any of this? 1 Quote Link to comment Share on other sites More sharing options...
Joseph Posted October 8, 2015 Author Share Posted October 8, 2015 Since you're trashtalking Joseph, I want to ask you this: From 0 to 2000, how many even numbers are there? Would you seriously use combinatorial logic for this? Joseph's solution is by far the simplest for the type of problem he's talking about. 1001.My logic: From 1-2000 there are 2000 combos. There are only 1000 even combos within the 2000. Finally 0 is an even number so we carry it over. = 1001 Ok I see but what does Tom have to do with any of this? he said the answer was 9999 and I'm saying no it is 10 000. That's all. 1 Quote Link to comment Share on other sites More sharing options...
NoahTheWeebWolf Posted October 8, 2015 Share Posted October 8, 2015 1001. My logic: From 1-2000 there are 2000 combos. There are only 1000 even combos within the 2000. Finally 0 is an even number so we carry it over. = 1001 he said the answer was 9999 and I'm saying no it is 10 000. That's all. I see... Although I was primarily asking for two digit numbers not 4 digits. I guess that's just one of his many semi-annoying attempts to make a joke of my threads. 1 Quote Link to comment Share on other sites More sharing options...
Ericthecmh Posted October 8, 2015 Share Posted October 8, 2015 1001. My logic: From 1-2000 there are 2000 combos. There are only 1000 even combos within the 2000. Finally 0 is an even number so we carry it over. = 1001 he said the answer was 9999 and I'm saying no it is 10 000. That's all. Yeah that's the way I'd solve it too. 1 Quote Link to comment Share on other sites More sharing options...
Bobrocket Posted October 8, 2015 Share Posted October 8, 2015 1001. My logic: From 1-2000 there are 2000 combos. There are only 1000 even combos within the 2000. Finally 0 is an even number so we carry it over. = 1001 he said the answer was 9999 and I'm saying no it is 10 000. That's all. The reason people think it's 9999 over 10000 is because we start to count at 1, not 0. This is why programming is hard for a lot of people, especially with arrays, because they try to access index 1 as if it's index 0. Things would be a lot easier if we started counting from 0, not 1. My logic for 0000-9999 would be 10^4. Where 4 is the max number of digits, and 10 since we're working in base 10. (you can have a maximum of 10 different states per digit in base 10; 0-9) Quote Link to comment Share on other sites More sharing options...
