Find the coefficient a of the term in the expansion of the binamial. Binomial (3x-ay): Term 2 8 ax

Which examples illustrate that a trinomial can be the product of two binomials? (Select all that apply.) O 2a? – 4a – 6 = 2 (a² – 2a – 3) O a? + 5a + 6 = (a +2) (a +3) 3a? + 9a – 6 = 3(a² + 3a – 2) a² + 2a +4 = a² + a + a + 4 O a? + a – 20 = (a +5) (a – 4) %3D

Find the indicated term of the binomial without fully expanding the binomial. The eighth term of (7 + 5y)¹4 DES 15 F3 $ 4 F4 % 5 F5 6 F6 & T 7 F7 N A ► 11 * 8 9 F9

al TEW 7:07 AM 88% Special Products 6 Joy multiplied (3x – 3) by a second binomial. If the product was 9x? – 18x + 9, find the second binomial. А. (3х — 3) В. (3х + 3) С. (3х — 6) D. None of the above A В C Next

Find the indicated term of the binomial without fully expanding the binomial. The eighth term of (7 + 5?)14 (pleas show work)

rying %3D Use the Binomial Theorem to expand the expression (3x + 2y) Show your work. Suppose you are expanding (5x- 2y)

The Binomial The orem states: Catb) n an-l b+ b²+ 2 lab" Find the first five terms in the expansion of (x²+2)""