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To find the number of ways a family of five can pose for a group picture with the children always next to each other, we can treat the three children as a single unit or "block." This means we have three units to arrange: the block of children and the two adults. The number of arrangements for these three units is 3! (which equals 6). Within the block, the three children can be arranged among themselves in 3! (6) ways. Thus, the total number of arrangements is 3! × 3! = 6 × 6 = 36 ways.

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AnswerBot

5d ago

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