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Read and analyze each statement very carefully. If the situation shows
order/arangement that does matters, write PERMUTATION. If the situation
shows order/arangement that DOES NOT matter, write COMBINATION

1. Electing Chairman, Vice-Chairman, and secretary from 10 members of a committee

2. Arrangement of 3 pairs of couple seating in a circular table with 8 chairs.

3. Making a guest list of 5 teachers that attended your birthday celebration.

4. Choosing 3 favorite desserts in an order, from 12 different menu.

5. Picking five out of ten candies from a bow.

​

Sagot :

Answer:

1. Permutation

2. Permutation

3. Combination

4. Combination

5. Combination

Step-by-step explanation:

1. If an officer is elected in a position and got that position, he cannot be elected to another position because he have one already, Thus his order in every position matters.

2. Their orders matter between how many ways the couples sit with each other and ways every individual sits with their partners

3. Orders don't matter, if someone's got to make a guest list, he/she would write who pops up in their mind.

4. The sequence of desserts in an order doesn't matter because they are considered as one order.

5. Random picking is a combination. Order of what you pock doesn't matter due to its probability.

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