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High
Fasion Statement
Answer:
No, she can only
wear 12
different combinations.
1) Gucci / Dior /
Hermes
2) Gucci / Dior /
Ferragamo
3) Gucci / Elie
Saab /
Hermes
4) Gucci / Elie
Saab /
Ferragamo
5) Gucci / Chanel /
Hermes
6) Gucci / Chanel /
Ferragamo
7) Fendi / Dior /
Hermes
8) Fendi / Dior /
Ferragamo
9) Fendi / Elie
Saab /
Hermes
10) Fendi / Elie
Saab /
Ferragamo
11) Fendi / Chanel
/
Hermes
12) Fendi / Chanel
/
Ferragamo
AI answer
Certainly!
Meaghan has three elegant gowns (Dior, Elie Saab, Chanel), two pairs of
exquisite shoes (Hermes, Ferragamo), and two expensive watches (Gucci,
Fendi).
Since she's going on a two-week cruise and wishes to wear a different
ensemble each day, she has enough outfits to last for 14 days.
Here's a breakdown:
- Gowns: 3
- Pairs of shoes: 2
- Watches: 2
The total number of unique ensembles Meaghan can create is the product of these numbers: (3 times 2 times 2 = 12)
So, she has 12 different combinations of gowns, shoes, and watches,
allowing her to wear a unique ensemble for each day of her two-week
cruise.
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