Type your answer here... this question is a more advanced Algebraic equation however if you need help you can Google live Algebra 2 help and there is a way to get step by step help on this question. I hope this answer helps you.
One at a time and in chairs.
In chairs.
(b) A tea party is arranged for 16 persons along two sides of a table with 8 chairs on each side. 4 persons wish to sit on on particular side and 2 on the other side. In how many ways can they be seated? (
6 people multiplied by 6 different chairs meaning there are a total of 36 different combinations because each chair has 6 different combinations. - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - Rafaelrz. If you have 6 chairs in a row, and 6 persons are going to be seated in those chairs, the number of different arrangements (permutations) the 6 people can be seated is 6! (six factorial): 6! = 6x5x4x3x2x1 = 720 i.e., The first person to sit has 6 options. For each option of the first person the second has 5 options. For each option of the second person the third has 4 options. And so on.
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When you are looking for computer desk chairs, it is important to take the ergonomic function of the chair into your considerations. Is it good for your back or will long periods while seated hurt?
There are springs in the seats that help it recoil back. Hoped that helped! :P
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No, regulations state all persons should be seated and strapped in
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Use the following criteria for the next 4 questions:John, Paul, George, and Herman sit around a square table with eight chairs, which are equally distributed. Bob, Carol, Ted, and Alice join them at the table.The two women (Carol and Alice) cannot sit next to each other.John and Herman are seated on either side of George and are next to him.Ted is seated next to Herman.Carol is seated next to John, but not directly across from George.John is directly across from Alice.1. Which men could switch positions without contradicting the seating arrangement?The correct answer is: Bob and Paul because they are the only persons who are not assigned seats.
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