Answer:
Given,
n = 44
a)
6 out of 6 correct
Required probability = 6C6 / 44C6
[here nCr = n! / r!*(n-r)!]
= 1 / 7059052
Required probability = 1 / 7059052
b)
5 out of 6 correct
Probability = 6C5 * 39C1 / 44C6
= 6*39 / 7059052
= 234 / 7059052
Required probability = 234/7059052
c)
4 out of 6 correct
Now probability of getting = 6C4 * 40C2 / 44C6
= 15*780 / 7059052
= 11700 / 7059052
Required probability = 11700 / 7059052
d)
3 out of 6 correct
Probability = 6C3 * 41C3 / 44C6
= 20*10660 / 7059052
= 213200 / 7059052
Required probability = 213200 / 7059052
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