There are $3$ red and $5$ black balls in bag ' $A^{\prime}$ and $2$ red and $3$ black balls in bag ' $B^{\prime}$. one ball is drawn from bag ' $A^{\prime}$ and two from bag ' $B^{\prime}$. Find the probability that out of the $3$ balls drawn one is red and $2$ are black.

Home » There are red and black balls in bag ‘ and red and black balls in bag ‘ . one ball is drawn from bag ‘ and two from bag ‘ . Find the probability that out of the balls drawn one is red and are black.

There are $3$ red and $5$ black balls in bag ‘ $A^{\prime}$ and $2$ red and $3$ black balls in bag ‘ $B^{\prime}$ . one ball is drawn from bag ‘ $A^{\prime}$ and two from bag ‘ $B^{\prime}$ . Find the probability that out of the $3$ balls drawn one is red and $2$ are black.

There are $3$ red and $5$ black balls in bag ‘ $A^{\prime}$ and $2$ red and $3$ black balls in bag ‘ $B^{\prime}$ . one ball is drawn from bag ‘ $A^{\prime}$ and two from bag ‘ $B^{\prime}$ . Find the probability that out of the $3$ balls drawn one is red and $2$ are black.

As per the given question,

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