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Death Battle
Problem Description
In a crossover fantasy universe, Houin Kyoma is up in a battle against a powerful monster Nomu that can kill him in a single blow. However being a brilliant scientist Kyoma found a way to
pause time for exactly M seconds. Each second, Kyoma attacks Nomu with certain power, which will reduce his health points by that exact power. Initially Nomu has H Health Points.
Nomu dies when his Health Points reach O. Normally Kyoma performs Normal Attack with power A. Besides from Kyoma's brilliance, luck plays a major role in events of this universe.
Kyoma's Luck L is defined as probability of performing a super attack. A super attack increases power of Normal Attack by C. Given this information calculate and print the probability that
Kyoma kills Nomu and survives. If Kyoma dies print “RIP”.
Answers
Answered by
13
Answer:
Hloo mate....
Aap itna matter diye h..
Lkn question ky h aapki... xD
Answered by
0
Answer:
Explanation:
Hloo mate....
ddddddddddfffffff
Aap itna matter diye h..
Lkn question ky h aapki... xD
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