The measure of total variation of all the ranks is the of all the ranks, which can be expressed as________/(n − 1), where_________is the total sum of squares computed for the ranks.

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Q: A publisher for a promising new novel figures fixed costs (overhead, advances, promotion, copy…

A: Given: A publisher for a promising new novel figures fixed costs (overhead, advances, promotion,…

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A: Since multiple questions are asked, I am answering first

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Q: Sum 2. Sum 3. 1 (4x³ +16x4-44x² – 24x) and (2x² - 6x³ +2x) ² + ax + b such

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A: GivenScale factor=43

Q: perfect square t difference of cu sum of cubes Factor 22) - 2x +4x 23) 9a -166? 24) x +x-12 25) 12ax…

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Q: How many perfect squares are there between 1 000 000 and 9 000 000?

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Q: Prove that the sum of n squares can be found as follows n(n + 1)(2n + 1) 12 + 22 + 32+..+n? 6

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Q: True or False: The summation 18+28+...+n8 is a polynomial of n of degree 8.

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A: Let's find.

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Q: 9. Sums of squares Show that the sum of the squares of the first n positive integers is n n + (n +…

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Q: #10, p39: A piece of wire of length 52 m is cut into two parts. Each part is then bent to form a…

A: We can find the answer as below.

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Q: 10. Prove that the sum of n squares can be found as follows n(n + 1)(2n + 1) 12 + 22 + 32+...+n² : 6

A: I use  a3-b3= (a-b)(a2+ab+b2)

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Q: The Special Product Formula for the “product of the sum anddifference of terms” is 1 A  B2 1 A  B2…

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Q: three positive n umberu whoce Find the is and the the maximum Sum OF Sum numbers is 100 OF there…

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Q: 33. Construct the divided difference table for the data f(2) = 1, f(3) = 10, f(5) = 76, f(6) = 145.…

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