Suppose that a family has 4 children. If the probability of having a girl Is 0.5, which simulation could be used to simulate the

Question

Suppose that a family has 4 children. If the probability of having a girl Is 0.5, which simulation could be used to simulate
the probability of having all girls? What is the theoretical probability of having all girls?
Let H represent having a girl and T represent having a boy; 4 heads; \P\left(k-4ight)=\frac{41(4Neft(Oight)!	imes0.5^40.5^0)
Let H represent having a girl and T represent having a boy; 4 tails;
Let T represent having a girl and H represent having a boy: 1 tail and 3 heads; \P\left(k-1ight)=\frac[4!)
10.5^3\)
[1Meft(3ight)!	imes0.5
\P\left(k-4ight)=\frac[41X4Neft(Oight)	imes0.5 40.5^0)
Let T represent having a girl and H represent having a boy; 2 heads and 2 tails; VP\left(k-2ight)=\frac{2}
(2Neft(2ight)!	imes0.5^20.5^2)

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