n =int(input("Nhập số bất kỳ. ")) tổng=0 cho tôi trong phạm vi (1, n). nếu (n % tôi == 0). tổng = tổng + i nếu (tổng == n). print("Số này là số hoàn hảo. ") khác. print("Số không phải là số hoàn hảo. ") Chương trình Python để tìm sức mạnh của một số bằng cách sử dụng đệ quy Show Cải thiện bài viết Lưu bài viết Thích bài viết
Cải thiện bài viết Lưu bài viết Cho một số N và lũy thừa P, nhiệm vụ là tìm lũy thừa của một số ( i. e. NP ) sử dụng đệ quy ví dụ.
Đề nghị thực hành Vui lòng thử cách tiếp cận của bạn trên IDE trước, trước Thử nó Tiếp cận. Dưới đây là ý tưởng để giải quyết vấn đề trên
Thực hiện theo các bước dưới đây để thực hiện ý tưởng
Dưới đây là việc thực hiện các phương pháp trên Python3# Python3 code to recursively find # the power of a number # Recursive function to find N^P. def power(N, P): # If power is 0 then return 1 # if condition is true # only then it will enter it, # otherwise not if P == 0: return 1 # Recurrence relation return (N*power(N, P-1)) # Driver code if __name__ == '__main__': N = 5 P = 2 print(power(N, P)) Đầu ra 25 Thời gian phức tạp. O(N), Cho N lời gọi đệ quy Ghi chú cá nhân của tôi arrow_drop_up Tiết kiệm Vui lòng Đăng nhập để nhận xét.
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Below are all perfect numbers till 10000 6 is a perfect number 28 is a perfect number 496 is a perfect number 8128 is a perfect number77 #include<iostream> 06 #include<iostream> 42// or not 93 // C++ program to check if a given number is perfect 44#include<iostream> 06Below are all perfect numbers till 10000 6 is a perfect number 28 is a perfect number 496 is a perfect number 8128 is a perfect number80 Số hoàn hảo trong các ví dụ về Python là gì?Số hoàn hảo là số bằng tổng các ước riêng của nó, i. e. tất cả các ước của nó kể cả 1 nhưng không phải chính số đó. Ví dụ: 6 = 3 + 2 + 1 . Kết hợp khả năng của Python, chúng ta có thể viết câu lệnh một dòng để tìm tất cả các số hoàn hảo trong phạm vi từ 2 đến n.
Các số hoàn hảo từ 1 đến 100 là gì?Từ 1 đến 100 chỉ có 2 số hoàn hảo là 6 và 28 .
điều kiện để có số hoàn hảo là gì?số hoàn hảo, một số nguyên dương bằng tổng các ước số của nó . Số hoàn hảo nhỏ nhất là 6, là tổng của 1, 2 và 3. Các số hoàn hảo khác là 28, 496 và 8.128. |