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You have m bins, and n balls. Each time you throw a ball, it lands in one of the m bins with probability 1 m
You have bins, and balls. Each time you throw a ball, it lands in one of the
bins with probability What is the expected number of bins that contain at least
balls?
In the code below, we define random which returns iin with probability in
time, and CoinFlip simply returns or each with probability
import math
import random
# returns a random integer in
def random :
return random. randint
# returns a random integer in
def coinflip:
return random
For each function that follows, give each function's best case, worst case, and average
case asymptotic running times. Justify your answer.
a
import random
import math
def :
len
random
math.sqrt
if :
for in range :
return
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