AN URN CONTAINS 3 RED MARBELS AND 7 WHITE MARBELS. A MARBLE IS DRAWN FROM URN AND A MARBLE OF THAT COLOUR IS THEN PUT IN TO THE URN. A SECOND MARBLE IS DRAWN FROM THE URN. IF BOTH MARBELS WERE OF SAME COLOUR, WHAT IS THE PROBABILITY P THAT THEY WERE BOTH WHITE?
ANS IS 7/8
not sure how the arrived at that answer. P(white) = 7/10 on the first draw, and would also be 7/10 on the second draw which would give you a total probability of 49/100?
EVEN I THINK THE QUESTION IS WRONG. BT IF U CONSIDER WITHOUT REPLACEMENT, THEN THW ANSWER IS CORRECT.
without replacement it should be 7/10 x 6/9 = 7/15
Stop yelling dude
USE BAYES THEORAM. EVENT E=2WHITES + 2REDS =7/15 + 1/15 = 8/15. THEN P = 2WHITES/E=7/15/8/15=7/8
not sure about that because the final result is two white marbles. i dont believe p(red) should be considered
ITS BAYES THEORAM, U WILL HAVE TO CONSIDER 2REDS
i dont think that bayes theorem applies
I WILL TRY TO FIND MORE ABOUT THIS
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