The advertisement shown here claims that the following 12 mixand-match items give 122 different outfits. The wardrobe
Question:
The advertisement shown here claims that the following 12 mixand-match items give 122 different outfits.
The wardrobe consists of 4 blouses, 2 slacks, 2 skirts, 1 sweater, 2 jackets, and 1 scarf. Assume that the model must choose one top and one bottom item of clothing. She may or may not choose a sweater or jacket or a scarf. How many different outfits are possible?
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To determine the number of different outfits possible with the given wardrobe items we can use the f...View the full answer
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