Counting combinations
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1. A café offers 11 sandwich fillings and 11 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
11 s · 11 · 1 · 1 · Counting combinations 2. A café offers 12 sandwich fillings and 10 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
12 s · 10 · 1 · 1 · Counting combinations 3. A café offers 2 sandwich fillings and 8 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
2 s · 8 · 1 · 1 · Counting combinations 4. A café offers 4 sandwich fillings and 7 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
4 s · 7 · 1 · 1 · Counting combinations 5. A café offers 4 sandwich fillings and 2 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
4 s · 2 · 1 · 1 · Counting combinations 6. A café offers 11 sandwich fillings and 10 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
11 s · 10 · 1 · 1 · Counting combinations 7. A café offers 2 sandwich fillings and 9 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
2 s · 9 · 1 · 1 · Counting combinations 8. A café offers 12 sandwich fillings and 3 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
12 s · 3 · 1 · 1 · Counting combinations 9. A café offers 12 sandwich fillings and 9 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
12 s · 9 · 1 · 1 · Counting combinations 10. A café offers 3 sandwich fillings and 3 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
3 s · 3 · 1 · 1 · Counting combinations 11. A café offers 9 sandwich fillings and 10 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
9 s · 10 · 1 · 1 · Counting combinations 12. A café offers 4 sandwich fillings and 10 drink choices. How many different 1-sandwich and 1-drink meal combinations are possible?
4 s · 10 · 1 · 1 · Counting combinations