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The first student has 3 chairs to choose from. Once he has mad the choice, the second student has 2 chairs to choose from. And the last student only has 1 choice, so 3 x 2 x 1 = 6 ways.
Here are the six ways. For ease, call the students A, B, and C:
- ABC
- ACB
- BAC
- BCA
- CAB
- CBA
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∙ 12y ago
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How many ways can 3 people sit in 4 chairs?
24
How many ways can 4 people sit in 4 chairs?
128
How many ways can 8 people sit in 8 chairs?
555
How many ways can three children sit in three empty chairs?
Six.
How many ways can 8 people sit in 5 chairs?
8x7x6x5x4= 6720
How many ways can you and 3 other friends sit on 4 chairs?
All I know is that each person can sit on a chair. There aren't many ways with the details you said. There might be 2 chairs with 2 people on each chair. There really only is one way.
5 people at a dinner table if you have 5 chairs how many different ways could they sit?
5 chairs x 5 people = 25 choices
If There are four boys and two chairs in how many ways can the boys sit if only one boy is allowed in one chair?
12
If humans can sit on chairs can chairs sit on humans?
NO
How many different ways can you sit 3 men and 2 woman in 5 chairs in a row if the woman want to sit side-by-side?
It is 2*4! = 2*24 = 48
How many ways can two women and a man sit in a row of five empty chairs if the two women have to sit next to each other?
If the first woman sits at an end, there is only the seat next to her where the second woman can sit. There are 2 such chairs, giving 2 × 1 = 2 possible sittings. If the first woman doesn't sit at the end, the second woman can sit either side of her in one of 2 chairs. There are 5 - 2 = 3 such chairs, giving, 2 × 3 = 6 possible sittings. Thus there are 2 + 6 = 8 possible sitting positions of the women. For each of these there are 3 empty chairs which the man can occupy, Thus there are 8 × 3 = 24 possible ways that 2 women and 1 man can sit on a row of 5 empty chairs if the two women must sit together.
How many chairs do you need to sit 2 grandfathers 4 Fathers and 2 sons?
8 chairs
