2. Experimental Probabilities The M&Ms were put in a cup and an experiment was conducted by picking out 2 M&Ms, one at a
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2. Experimental Probabilities The M&Ms were put in a cup and an experiment was conducted by picking out 2 M&Ms, one at a
questions. Remember you now have a sample space so you need only count the number of the experiments that fulfill what's being asked. Leave your answers in unreduced fractional form. All answers MUST include both the numerator and the denominator. NOTE: The ordered pair (BR,BL) means the first M&M selected was brown, the second M&M selected was blue. WITH Replacement (G,Y) (BR.BL) (BR.BR) (R,G) (Y,Y) (O,G) (BR,G) (R.G) (BL,O) (O,G) (Y,BR) (BR.R) (Y,G) (R.BL) (BL,O) (G, BR) (BL,Y) (BL,BR) (BR,G) (Y.BR) (BR.BL) (BL,BL) (OR) (Y,BR) Experimental P(BL₁ and BL₂): P(BL1 and BR₂ or BR₁ and BL2): P(BL₁ and O₂): P(O₂ BL₁): P(no yellows on either draw): With Replacement 1/24
2. Experimental Probabilities The M&Ms were put in a cup and an experiment was conducted by picking out 2 M&Ms, one at a time, with replacement. This was repeated 23 more times, for a total of 24 times. Each experiment starts with 40 M&Ms in the cup. The result of each experiment is recorded below. Use the table to answer the following probability