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Alice and Bob are playing a game. Alice initially has the
number A and Bob has the number B. There are a total of N
turns in the game, and Alice and Bob alternatively take
turns. In each turn the player whose turn it is,
multiplies his or her number by 2. Alice has the first
turn
Suppose after all the N turns, Alice number has become C
and Bobs number has become D. You want to calculate the
integer division of the maximum number among C and D by
the minimum number among C and D.
number A and Bob has the number B. There are a total of N
turns in the game, and Alice and Bob alternatively take
turns. In each turn the player whose turn it is,
multiplies his or her number by 2. Alice has the first
turn
Suppose after all the N turns, Alice number has become C
and Bobs number has become D. You want to calculate the
integer division of the maximum number among C and D by
the minimum number among C and D.
2 expert answers available & 2 regular answers available
Hey check out my code if you want to solve this problem by swapping of variables.....
Certified
def OddN(o,n2,n1):
k1 = o//2
d = n2*(2**k1)
k2 = o-k1
c = n1*(2**k2)
ans = max(c,d)//min(c,d)
print(ans)
def EvenN(o,n2,n1):
k = o//2
c = n2*(2**k)
d = n1*(2**k)
ans = max(c,d)//min(c,d)
print(ans)
t = int(input())
for _ in range(t):
a,b,n=map(int,input().split())
if n%2!=0:
OddN(n,b,a)
elif n%2==0:
EvenN(n,b,a)