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  1. Suppose that a popular style of running shoe is available for both men and women. The woman’s shoe comes in sizes $6, 7, 8,\:\text{and}\: 9,$ and the man’s shoe comes in sizes $8, 9, 10, 11,\:\text{and}\: 12.$ The man’s shoe comes in white and black, while the woman’s shoe comes in white, red, and black. Use a tree diagram to determine the number of different shoes that a store has to stock to have at least one pair of this type of running shoe for all available sizes and colors for both men and women.
  2. Answer the question in part $(A)$ using counting rules.
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