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Conditional Probabilityhard
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In a population, two traits G1G_1G1​ and G2G_2G2​ occur with probabilities P(G1)=0.3P(G_1) = 0.3P(G1​)=0.3 and P(G2)=0.2P(G_2) = 0.2P(G2​)=0.2. Given P(G1∪G2)=0.4P(G_1 \cup G_2) = 0.4P(G1​∪G2​)=0.4, are the two traits independent?