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Counting with restrictions — problem 1 · Maths4U Original · 6 marks
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Maths4U Original · M4U-EXT-0606-COUNTING-REVIEW-P01

There are \(\displaystyle n=6\) distinct labels and \(\displaystyle r=3\) selected positions or places, as specified in each part. No label can be repeated.

  1. How many ordered selections of r distinct labels are possible? Explain your reasoning. [2]
  2. How many unordered r-label subsets are possible? Explain your reasoning. [2]
  3. How many complete orders keep two specified labels adjacent? Explain your reasoning. [2]
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