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as far as i get it you are not able to fix the upper bound in looking for the 1000th prime ... well what you can do is instead of a for loop use while loop this way.... make a empty list and append in it the prime you encounter and for moving into the while loop place a condition while len(list) <= 1000: ........... tried my best to explain if still any problem please do ask....
Thank you for your help, but I'm a little lost. I'm having trouble making the connection between the outer loop nth prime and inner loop calculating the prime. I can't figure out the dependency, if that makes sense. create an empty tuple (haven't talked about lists) initialize a variable to increment the nth prime loop create a loop to count from 1 to 1000 (how do I count connect the counting of previous loop to this loop?) create a loop that calculates that generates the primes: if 2 or 3: 2 and 3 prime increment both loops store in tuple else: if 2 or 3 is a divisor of the current number: increment inner loop else: if a prime in tuple is a divisor of the current number: increment inner loop else: it's a prime increment both loops store in tuple I'm just struggling with the loops. I'm trying to avoid just asking for the code or allowing you to fix mine, because I want to understand the logic. Any help would be awesome.
you need to introduce something like say count = 0 starting num = 1 say while count <= 1000: check if the num is prime (tricky part) store num in some way if yes increment count independent of whether the num is prime or not, every cycle increment the variable num num += 1(so that you check next number on every cycle) so first write the part for checking a prime no and then integrate it into the above mentioned model IMP: TUPLES ARE IMMUTABLE SO ONCE YOU INITIALIZE THE TUPLE IT REMAINS AS IT IS YOU CANNOT ADD OR REMOVE ELEMENTS so tuples won`t work and if you really want then every time you will have to form a new tuple adding the elements you want + picking elements from previous one and that can really take the heck out of you P.S can you also mention upto which lecture or which concepts you have covered so far
i am not sure but i feel the model you have created for the problem won`t work
well it is even possible with tuple and easier than what i had anticipated : so you can even do it with tuple but lists are better for this situation
@harsimran_hs4 and yes agree on your pseudocode version and that lists are better but tuples are safer for starters. his material covers till tuples on this problem set and im not sure if len(tupleor list) is in the material at his point....maybe it is.
basicaly what u need is: set count as 2 (cause remember that filtering for odds skips the prime number 2) while count is less than 1000: check if the element of the odds tuple is prime or not. if candidate is a prime number: increment count by 1 (when count gets to 1000 your code cannot enter while loop anymore so it continues after it) print out your (last) candidate so as you see you could use the tuple only for the odds. now the question is how many odds should you generate?!:)
or this: mytuple=() mytuple+=(1,) print mytuple sry for spamming xD
basicaly u cant add objects cause as u said they are immutable. BUT u can concatenate them.
Thank you guys alot. I will try and figure it out later, and let you know if I'm still confused.
oddgen = () x = 100 for i in range(1,x): if i%2 != 0: oddgen += (i, ) This is a bounded loop to keep from having an infinite loop. And I was just practicing stopping the loop with an outer loop, but the inner loop won't stop. oddgen = () n = 1 while n <= 10 x = 100 for i in range(1,x): if i%2 != 0: oddgen += (i, ) n += 1 Without the ability to stop the inner loop I can't generate all odd primes or I will have an infinite inner loop. I used some print statements to check my code and the outer loop never increments. If I change the position of n += 1 as follows: oddgen = () n = 1 while n <= 10 x = 100 for i in range(1,x): if i%2 != 0: oddgen += (i, ) n += 1 n will now increment, but execute the inner loop 10 times. This gives me a tuple with odd numbers 1 - 100, 10 times. I feel dumb asking these questions, but I have been on this problem for a couple of days. I have learned a lot, but not the underlying lesson of the problem.
your first code works correctly generating tuple containing all odd numbers.... your 2nd code works fine and generates the same output as 1st so it`s no better than previous your 3rd code will be struck in an infinite loop so it`s practically of no use.... now please answer this question what is your final aim to find 100 odd numbers or prime numbers from 1 to 100
***by definition for cant be infinite since you give it boundries.if you want to get out of a loop you can use the break statement that instantly kicks you out of the current loop.But to do that correctly you should use some kind of an if statement. ex. if something happens : break ***to generate odds you dont need the while loop...that you will need to count the prime numbers after you generate the final oddtuple. cause as it is now in your second code...your n = 51 after just one while loop so it will never run while again after the 1st one
in your second code if u move the n+=1 outside of the for loop ull see it runs it 9 times as specified by your while loop.
sorry for the mistake correction : your 3rd code does work but the output is tuple of odd numbers 9 times
ye i thought that 3rd code had the n+=1 outside of while loop also xD...that's why i didnt mention it
btw none of my code was indented. not sure why? The way it was written above couldn't even run, because of indention errors. 1st: #oddgen = () #x = 100 #for i in range(1,x): ##if i%2 != 0: ###oddgen += (i, ) 2nd: #oddgen = () #n = 1 #while n <= 10 ##x = 100 ##for i in range(1,x): ###if i%2 != 0: ####oddgen += (i, ) ####n += 1 3rd: #oddgen = () #n = 1 #while n <= 10 ##x = 100 ##for i in range(1,x): ###if i%2 != 0: ####oddgen += (i, ) ##n += 1 "***to generate odds you dont need the while loop...that you will need to count the prime numbers after you generate the final oddtuple." Exactly what I was trying to get at. I know you don't need the while loop for the oddgen. I was trying to practice exiting the oddgen loop prior to completiton by using the while loop. I was under the impression that the odd number generator will be infinite unless I can stop it with prime counter. That is what I was aiming for above, but my final goal is still the problem. I only bound the oddgen to 100 so I woouldn't enter an infinite loop. Can someone explain how this happens: "cause as it is now in your second code...your n = 51 after just one while loop so it will never run while again after the 1st one"
why are you keeping the n condition i don`t think you need it do something simple ... you don`t need to separately generate odd number just do it along the way... try this : prime = (2,) x = 3 while len(prime) <= 1000: # which ever number you want i am taking 1000 is_prime = True for i in range(2, x) if x % i == 0 is_prime = False if is_prime == True prime += (x,) print prime this will give you 1000th prime just put in the semicolons etc yourself.....this is a simple model for calculation of prime with no concentration on optimization........
just increment the num x also after every iteration i forgot it in the above code
will reread everything later tonight cause now i dont have time. just one fast thing for the indentation problem while pasting code here u can use pastesites as pastebin.com u just give us the link and we get perfectly indented code:) see you later
I think there is something wrong with this model. When I evaluate the program I get 1051?
I might not be incrementing x correctly
can you please paste the code you have written and provide a link to it along with the test cases.....
Nope I got it. It works perfectly. Thanks for all your help and patience.