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You have a 4-card deck containing a queen, a jack, a 10, and a 9. You draw a random card, then put it back and draw a second random card. Use a tree diagram to calculate the probability that you draw exactly 1 queen.
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is it 3/4?
|dw:1375670297223:dw|
i got 0.375
it has to be in fraction form
3/8
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the different ways of getting just one queen are... Q-J,Q-10,Q-9 J-Q,10-Q,9-Q 6(0.25 X 0.25) = 0.375
which equals 3/8
I agree
YUP
thank you! @Mousam
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do you think you could help me with another problem?
I'll post it
One more confirmation of the solution. Look at the tree, there are 16 equally likely paths. Of these, there are only 6 that have exactly one Q in the path, so probability is 6/16, using diagram alone.
and then you get 3/8 when reducing
yes
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