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Q148 (IAS/2008) Miscellaneous & General Knowledge › Important Days, Places & Events › Important Days, Places & Events

There are two identical red, two identical black and two identical white balls. In how many different ways can the balls be placed in the cells (each cell to contain one ball) shown above such that balls of the same colour do not occupy any two consecutive cells?

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SIMILAR QUESTIONS

IAS · 2006 · Q128 Relevance score: 3.52

Each of 8 identical balls is to be placed in the squares shown in the figures given in a horizontal direction such that one horizontal row contains 6 balls and the other horizontal row contains 2 balls. In how many maximum different ways can this be done?

IAS · 2006 · Q133 Relevance score: 3.52

Each of 8 identical balls is to be placed in the squares shown in the figures given in a horizontal direction such that one horizontal row contains 6 balls and the other horizontal row contains 2 balls. In how many maximum different ways can this be done?

IAS · 2007 · Q39 Relevance score: 3.46

In how many maximum different ways can 3 identical balls be placed in the 12 squares (each ball to be placed in the exact centre of the squares and only one ball is to be placed in one square) shown in the figure given above such that they do not lie along the same straight line?

IAS · 2007 · Q44 Relevance score: 2.78

In the figure shown, what is the maximum number of different ways in which 8 identical balls can be placed in the small triangles 1, 2, 3 and 4 such that each triangle contains at least one ball?