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A kennel has puppies for sale. there are 2 retrievers, 5 pit bulls; and 3 poodles. find each probability. 3. p(pit bull) - 4. p(poodle or retriever) - 5. p(not a retriever) -
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A kennel has puppies for sale. there are 2 retrievers, 5 pit bulls; and 3 poodles. find each probability. 3. p(pit bull) - 4. p(poodle or retriever) - 5. p(not a retriever) -
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Oct 13, 2023
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A kennel has puppies for sale. there are 2 retrievers, 5 pit bulls; and 3 poodles. find each probability.
3. p(pit bull) -
4. p(poodle or retriever) -
5. p(not a retriever) -
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pit bulls: 50% chance
poodle or retriever: 50% (together)
not a retriever: 80%
Why-
Pit bulls alone = 5
Poodles and retrievers together= 3p 2r
Animals that are not retrievers together= 5p 3p (5 pit 3poodle= 8)
Mark Saving
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Oct 17, 2023
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