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Let's make this a bit more concrete with some examples:
1. **"This coffee is better than the one I had yesterday."** (Kopi ini lebih baik daripada yang saya minum kemarin.)
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This is the core concept to grasp. If you're arranging things (like books on a shelf or people in a race), you're dealing with permutations. If you're selecting things (like picking a team or choosing lottery numbers), you're dealing with combinations. This helps in real-life to solve problems. In permutations, the arrangements are distinct, while in combinations, the selections are the same regardless of order. This fundamental distinction is crucial for selecting the proper mathematical formula and obtaining an accurate result when solving probability and combinatorics problems.
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