Created
March 15, 2020 17:57
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Prime factors of a number
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from math import sqrt | |
from time import perf_counter | |
lst = [] | |
#myCode - | |
def getPF1(n): | |
if n <= 1: | |
return | |
elif n == 2 : | |
lst.append(2) | |
return | |
elif n == 3: | |
lst.append(3) | |
return | |
else: | |
for i in range(2,int(sqrt(n))+1): | |
if n%i==0: | |
lst.append(i) | |
getPF1(n//i) | |
return | |
lst.append(n) | |
return | |
#cleanCode - | |
def getPF2(n): | |
factors = list() | |
divisor = 2 | |
while(divisor <= n): | |
if (n % divisor) == 0: | |
factors.append(divisor) | |
n = n/divisor | |
else: | |
divisor += 1 | |
return factors | |
#--------------- | |
k = 3246576635467 | |
t1_start1 = perf_counter() | |
getPF1(k) | |
print(lst) | |
t1_stop1 = perf_counter() | |
print("Elapsed time during the whole program in seconds [func 1]:", t1_stop1-t1_start1) | |
t1_start2 = perf_counter() | |
print(getPF2(k)) | |
t1_stop2 = perf_counter() | |
print("Elapsed time during the whole program in seconds [func 2]:", t1_stop2-t1_start2) |
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