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Project Euler #42: Coded triangle numbers
Project Euler #42: Coded triangle numbers
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python
Umm... Solution for Python 3 I think So!!!
100% python - uses qudratic formula
Easy solution in Python-3 ''' T = int(input().strip()) for _ in range(T): T_th_n = int(input().strip()) N = ((1 + 8*T_th_n)**0.5-1)/2 if N == int(N): print(int(N)) else: print(-1) '''
Approach:-
The code uses a for loop to iterate over a range of T test cases. For each test case, it takes an input T_th_n and calculates N using a mathematical formula. If N is an integer, it prints the integer value of N. Otherwise, it prints -1. The approach seems to be solving a mathematical problem related to finding the value of N.
Easy solution in Python 3