числа-фибоначчи

You need to recursively calculate the product of the Fibonacci numbers from 1 to N in theory, everything is normal, but in pr ... urn 1; else return fibproduct(fib(m-1)) * (fib(m)); } int main(void) { cout << fibproduct(4); return 0; }

Using recursion, I calculate the Fibonacci numbers. I want to return a list of Fibonacci numbers of length n, but I get an e ... .append(fib(n-1) + fib(n-2)) return s I don't understand why this is happening. Thank you in advance for your help.

How to write a generator in C++, as in python? For example, for the Fibonacci numbers, the generator can be written and used ... ib() print(next(g), next(g), next(g)) for f in fib(): print(f) if (f > 1000): break How do I do the same in C++?

What is my mistake? I am trying to create a list of all the even Fibonacci numbers, but there are also odd numbers in my list ... mbers ''' for num in numbers: if (num % 2) != 0: numbers.remove(num) print(numbers) filter()

Closed. This question is off-topic. Answers to it are not accepted at the moment. ... or occurs at startup and only 32 are output numbers. Tell me what is wrong and how to fix it. Thank you very much in advance.

Tell me by the code, whether it is correct or what you can finish and finish writing. How can I organize this with a while lo ... i++){ sum_fib = a + b; a = b; b = sum_fib; System.out.print(sum_fib + " "); } } }

Find the sum of all even elements of the Fibonacci series that do not exceed 500. Help in calculating the amount, I did not q ... n fib(n-1) + fib(n-2) for i in range(0,500,1): i=0 if(fib(n)%2==0): i=i+fib(n) print('summa=',i)

The task itself: http://www.codeabbey.com/index/task_view/fibonacci-sequence--ru, my code: #include <iostream> #incl ... I concluded that the machine simply had an error after a certain number of characters. Is there any way to fix this problem?

Good evening. I can't understand the action of the recursive function when finding the Fibonacci number. int f(int n) { ... oes THIS return value affect the next action, i.e. the action with f(3), then the return value of f (3) to f (4), and so on?

There is a problem, I have solved it, and while the program works with small numbers, the answers are displayed correctly. Bu ... 2;i<n;i++) { sum+=b; b=sum-b; } cout<<sum%po<<endl; } return 0; }

I will not give an example of the code, just remember the calculation of the nth term of the Fibonacci series: F (n) = F(n-1) + F (n-2). And what is worth reading to know the answer to such questions?

What are the Fibonacci numbers? How do I find the first n Fibonacci numbers?