(a) "S = \\{g, b\\}"
"P(b) = 8\/14 \\\\\nP(g) = 6\/14"
"n(s) = C(14, 5) = 2002"
(b) Only girls = 5 girls and 0 boys = "C(8,0) \u00d7 C(6,5)"
= "1 \u00d7 6= 6"
P(only girls) = 6/2002 = 3/1001
P(only girls) = 0.002997
(c) Only boys = 0 girls and 5 boys = "C(6,0) \u00d7 C(8,5)"
"= 56\u00d7 1"
P(only boys) = 56/2002 = 4/143
P(only boys) = 0.02797
(d) 3 girls and 2 boys =
"C(6, 3) \u00d7 C(8, 2)"
"=560"
P(3 girls) = 560/2002 = 40/143
P(3 girls) = 0.2797
(e) 3 boys amd 2 girls =
"C(8,3) \u00d7 C(6,2)"
"= 840"
P(3 boys) = 840/2002 = 60/143
P(3 boys) = 0.4196
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