PRACTICE QUESTION #2 Algebraically simplify the following, n!-2(n-2)! (n-2)(n-2)! Express solution as a binomial.

Q: Multiply the following binomials. (c- 3)(c + 4) (c- 3)(c+ 4) = (Simplify your answer.)

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Q: Expand using the binomial theorem: (x - 5)4 = xª + %3D x3+ x2 + X +

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Q: Expand the expression using the Binomial Theorem: x5+ 405 x+ 270 (3x - 1)5 = 243 15 x+ 1 x³+90 x² +

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Q: Step 3 Write the two binomial factors so that the first term of each factor is x and the second…

A: To write the complete factorization of

Q: EXAMPLE 2 Multiplying Binomials Using FOIL (2x + 1)(3x - 5) = 6x? – 10x + 3x – 5 Distributive…

A: There is also a special method, useful only for a…

Q: Use the Binomial Theorem to expand the binomial (x + 3y)3 and express the result in simplified form.

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Q: The binomial 2x – 3 is a factor of 2x3 – 5x2 – x + 6. Question 1 options: True False

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Q: Subtracting (10u³ – 3u² + 4u +9) from (5u² – 7u + 12) the result is O -10u³ + 8u² – 1lu + 3 O 10u³ +…

A: Do the algebraically substraction. Substract the numerical terms of each variables of similar terms…

Q: Simplify the expression (3n+2)! (3n - 2)! (3n+2)! (3n - 2)!

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Q: Pam is a Disc Jockey. Every week she buys 3 new albums to keep her collection current. She currently…

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