下面是如何使用上述函数来输出一系列素数：n = 50prime_numbers = generate_primes(n)print(f"从2到{n}的素数：", prime_numbers)输出结果示例：从2到50的素数： [2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47]这个示例中，我们生成了从2到50的所有素数，然后将它们输出。4. ...
defis_prime(number):ifnumber<2:returnFalseforiinrange(2,int(number**0.5)+1):ifnumber%i==0:returnFalsereturnTrue 1. 2. 3. 4. 5. 6. 7. 步骤三:生成素数列表 接下来创建一个函数,用于生成所有素数。 AI检测代码解析 defgenerate_prime_numbers(lower_bound,upper_bound):prime_numbers=[]fornumi...
Main Function (print_first_10_primes): This function uses a while loop to find and print the first 10 prime numbers. It starts withnum = 2and incrementsnumuntil 10 prime numbers are found. Here is the exact output in the screenshot below: ReadHow to generate 10 digit random number in ...
defgoldbach_conjecture(n):"""实现哥德巴赫猜想检测"""primes=generate_primes(n)# 生成素数even_numbers=check_even_numbers(4,n)# 检查从4到n的偶数results=[]forevenineven_numbers:pair=find_goldbach_pair(even,primes)# 查找素数对ifpair:results.append(f"{even}={pair[0]}+{pair[1]}")# 记录结...
primes and q >= p: pairs.append((p, q)) return pairsdef main(): max_even = 100 primes = generate_primes(max_even) even_numbers = list(range(6, max_even + 1, 2)) # 大于6的偶数 for even in even_numbers: pairs = find_prime_pairs(even, primes) if p...
#Sieve of Eratosthenes#Code by David Eppstein, UC Irvine, 28 Feb 2002#http://code.activestate.com/recipes/117119/defgen_primes():"""Generate an infinite sequence of prime numbers."""#Maps composites to primes witnessing their compositeness.#This is memory efficient, as the sieve is not "ru...
# Generate the first 10 Fibonacci numbers fib_sequence = [fib(n) for n in range(10)]print(fib_sequence)如果你还没讲过 functools 这个库，那学生很可能是用 Google 或 LLM 才知道的。用这些工具探索库当然没问题，但也可能说明实现方式就是 AI 生成的。命名和格式风格不一致这个一看就懂。如果作业要求...
Okay, let’s do something more fun and generate the coefficients of irrational numbers with their decimal expansions chopped off at the fiftieth decimal place. For the sake of precision, define them as Decimal instances : Python >>> from decimal import Decimal >>> pi = Decimal("3.141592653589...
p = 0 q = 0 # Step 1: Create two prime numbers, p and q. Calculate n = p * q: print('Generating p prime...') while p == q: p = primeNum.generateLargePrime(keySize) q = primeNum.generateLargePrime(keySize) n = p * q # Step 2: Create a number e that is relatively ...
您可以使用: create function generate_password( no_of_digits in number, no_of_special_characters in number, no_of_lower in number, no_of_upper in number) return varchar2AS password VARCHAR2(4000); digits CONSTANT VARCHAR2(10) := '0123456789'; lower CONSTANT VARCHAR2(26) := 'abcdefghijklm...