In a game of musical chairs, 10 children will sit in 9 chairs arranged in a row (one will be left out). In how many ways can this happen if we count rearrangements of the children in the chairs as different outcomes? Does this problem involve permutations, combinations, or neither? ONeither permutations nor combinations 00 Permutations Combinations C

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A:

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A: The  truncation error in Simpson's 3/8 rule is given by -(b-a)56480f(4)ζ this  formula shows that…

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A: To calculagte the 10th power of the given matrix in the required form

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A:

Q: 4 (ii) 16 | at + 15.

A: Step-1 1)16|a4+15

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A: Given: A=12-21 and B=35-14Then A+B=12-21+35-14=47-35(A+B)2=A+B×A+B=47-35×47-35=-563-274

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A: A detailed solution is given below

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A: given,  5w→=<-5,20>

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A: 767= 7×7+67 = 49+67=557                    634=6×4+34=24+34=274

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A:

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A:

Q: Demonstrate the addition-5-(-2) in 2 different ways.

A: 1st  way -           - 5 - (-2) =- 5 -1 (-2)                                 = - 5 + 1 (-1)·(-2),…

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A:

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A:

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Q: +²2 1. Evaluate L 3x+5-2 (S+2) (5²3)

A: