Following questions contains statements given in two columns. which have to be matched. The statements in Colum -I are tabelled as AB, B, C and D while the statements is Column -II are labelled a sp, q, r and s. Any given statement in Column-I can have correct matching with One statemetn in Column-II 5 balls are to be placed in 3 boxes. Each box can hold all the 5 balls. Number of ways in which the balls can be placed so that no box remains empty. If. Column−I Column−II(A)balls are identical but boxes are different(p)2(B)balls are different but boxesx are identical(q)25(C)balls as well as boxes are identical(r)50(D)Balls as well as boxes are identical but boxes are kept in a row(s)6

Following questions contains statements given in two columns. which ha

1.	Following questions contains statements given in two columns. which have to be matched. The statements in Colum -I are tabelled as AB, B, C and D while the statements is Column -II are labelled a sp, q, r and s. Any given statement in Column-I can have correct matching with One statemetn in Column-II 5 balls are to be placed in 3 boxes. Each box can hold all the 5 balls. Number of ways in which the balls can be placed so that no box remains empty. If. Column−I Column−II(A)balls are identical but boxes are different(p)2(B)balls are different but boxesx are identical(q)25(C)balls as well as boxes are identical(r)50(D)Balls as well as boxes are identical but boxes are kept in a row(s)6
Answer» Following questions contains statements given in two columns. which have to be matched. The statements in Colum -I are tabelled as AB, B, C and D while the statements is Column -II are labelled a sp, q, r and s. Any given statement in Column-I can have correct matching with One statemetn in Column-II 5 balls are to be placed in 3 boxes. Each box can hold all the 5 balls. Number of ways in which the balls can be placed so that no box remains empty. If. $\begin{matrix} C o l u m n - I & C o l u m n - I I (A) & b a l l s a r e i d e n t i c a l b u t b o x e s a r e d i f f e r e n t & (p) & 2 (B) & b a l l s a r e d i f f e r e n t b u t b o x e s x a r e i d e n t i c a l & (q) & 25 (C) & b a l l s a s w e l l a s b o x e s a r e i d e n t i c a l & (r) & 50 (D) & B a l l s a s w e l l a s b o x e s a r e i d e n t i c a l b u t b o x e s a r e k e p t i n a r o w & (s) & 6 \end{matrix}$

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