Question: Assume the sample space S = {apples, oranges). Select the choice that fulfills the requirements of the definition of probability. P[{apples}) = 0.7. Pl(oranges}) =

Assume the sample space S = {apples, oranges).

Assume the sample space S = {apples, oranges).

Assume the sample space S = {apples, oranges).

Assume the sample space S = {apples, oranges). Select the choice that fulfills the requirements of the definition of probability. P[{apples}) = 0.7. Pl(oranges}) = 0.2 Pl{apples}) = 0.7, P{{oranges)) = -0.3 P[{apples}) = 1.0, P{{oranges}) = 0.1 P[{apples}) = 0.7, P{{oranges}) = 0.3 Assume the sample space S = {hearts, diamonds). Select the choice that fulfills the requirements of the definition of probability. O P{{hearts}) = 1.0, P{{diamonds}) = 0.1 O P{{hearts}) = 0.7, P{{diamonds}) = -0.3 O P{{hearts}) = 0.7, P{{diamonds}) = 0.3 O P{{hearts}) = 0.7, P{{diamonds}) = 0.2 Assume the sample space S = {spades, clubs). Select the choice that fulfills the requirements of the definition of probability. O P{{spades}) = 0.7, P[{clubs}) = -0.3 O P{{spades}) = 1.0, P{clubs}) = 0.1 O P{{spades}) = 0.7, P{clubs}) = 0.3 O P{{spades}) = 0.7, P[{clubs}) = 0.2

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