A bag contains one hundred red balls and also one hundred blue balls. A woman selects balls at random without looking at them. What is the minimum number of balls that she must select to be sure (i.e., 100% certainty) of having at least eleven balls of the same colour? No explanation is required

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Q: 0. mon m²

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A: Given z = -8+8i3 Compare it with z = x+iy Here x = -8y = 83 Then r = x2+y2= (-8)2+(83)2= 64+192=…

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A: Solution by using Gaussian elimination method as follows :