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Q:
A jar contains 6 yellow, 3 blue and 7 red jellybeans. Find the probability of selecting a red then a blue jellybean with replacement.
Q:
A jar contains 4 green, 5 purple and 7 pink jellybeans. Find the probability of selecting a purple then a pink jellybean with replacement.
Q:
Suppose we want to choose 6 objects, without replacement, from 8 distinct objects. (If necessary, consult a list of formulas.) (a) How many ways can this be done, if the order of the choices matters? (b) How mary ways an this be done, if the order of the choices does not matter? \( \square \)
Q:
A jar contains 7 orange, 5 pink and 4 purple jellybeans. Find the probability of selecting a pink then an orange jellybean with replacement.
Q:
A jar contains 8 green, 2 pink and 6 yellow jellybeans. Find the probability of selecting a yellow then a pink jellybean with replacement.
Q:
A jar contains 2 blue, 4 pink and 10 purple jellybeans. Find the probability of selecting a pink then a blue jellybean with replacement.
Q:
A jar contains 7 pink, 4 purple and 5 green jellybeans. Find the probability of selecting a pink then a green jellybean without replacement.
Q:
A jar contains 5 blue, 4 purple and 7 pink jellybeans. Find the probability of selecting a pink then a blue jellybean without replacement.
Q:
A jar contains 5 red, 3 orange and 8 yellow jellybeans. Find the probability of selecting an orange then a yellow jellybean without replacement.
Q:
A jar contains 4 red, 9 orange and 3 purple jellybeans. Find the probability of selecting an orange then a purple jellybean without replacement.
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