There are 4 red, 3 green and five blue discs.two discs are drawn out. Find probability that two discs of same color are drawn out
There are 4 red, 3 green and five blue discs.
Total number of discs = 4 + 3 + 5 = 12
Number of ways of drawing 2 discs from 12 discs = "12\\raisebox{0.25em}{$C$}2"
If two discs are drawn out then the probability that two discs of same color are drawn out is:
"P=\\frac{(4\\raisebox{0.25em}{$C$}2)+(3\\raisebox{0.25em}{$C$}2)+(5\\raisebox{0.25em}{$C$}2)}{12\\raisebox{0.25em}{$C$}2}"
"P=\\frac{2.92}{66}=0.044"
There is 4.4 percent probability that two discs of same color are drawn out from 12 discs.
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