A certain type of missile hits the target with probability p = 0.3. What is the least number of missiles should be fired, so that there is atleast an 80% probability that the target is hit?
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Probability of hittiy the forget = 0.3
If'n' is the no. of times that the Missile is fired.
Probability of hitting at least once = 1-[1-0.3]n = 0.8
0.7n=0.2
n log 0.7 = log 0.2
⇒n=4.512
for n = 4 ; p < 0 . 8
taken = 5

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