Suppose a bag contains 8 white chips and 2 black chips. What is the probability of randomly choosing a white chip, not replacing it, and then randomly choosing another white chip?
The first one is just going to be \[\frac{ number-of-white-chips }{ number-of-total-chips }\] Then we take this and multiply it by \[\frac{ number-of-white-chips-minus-one }{ number-of-total-chips-minus-one }\] Just substitute in numbers for the descriptions I provided.
thank you very much
No problem, what did you get for your answer? :)
so if i plus in the numbers it would be 8 divided by 10 right
Yes, do you know what that would simplify to?
after i did everything i got 62/100 or 31/50
No that would be wrong. The first section would be 4/5 and the second would be 7/9. Just multiply those fractions together.
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