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Consider a bowl containing 120 marbles: 20 green, 18 blue, 20 gray, 6 orange, 4 yellow, 21 cat eyes, and 31 multicolored. Suppose each marble has an equal chance of being picked from the bowl. Find the following probabilities. (Round your answers to three decimal places.)

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Explained below

Step-by-step explanation:

The sample space is 120 , hence

Probability for picking a green marble is P(G) = 20/120 = 0.167

Probability for picking a blue marble is P(B)= 18/120 =0.150

Probability for picking a gray marble is P(Gr)= 20/120=0.167

Probability for picking an orange marble is P(O)=6/120=0.050

Probability for picking a yellow marble is P(Y)=4/120=0.033

Probability for picking a cat eye marble is P(Ce)=21/120=0.175

Probability for picking a multicolored marble is P(Mc) =31/120=0.258

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Keyword : Probabilities

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