Find polynomials A(x) and B(x) with deg A < 3 and deg B < 3 such that A(x)(2 – x)³ + B()(x – 1)³ = 1. %3D

Find f(x) such that ¹ ff(x) dx = ²√√√x² + 4 +C t 2

h=(−7+7x−3x2)(−6x3+4x6−9x7). Then h=fg where f=? and g=?   Using the product rule h′(x)=?

Use the given functions to calculate each operation and simplify, if possible. Enter DNE if the operation cannot be computed. 1 x + 2 g(x) = 4x - 2 h(x) = -x² + 9 f(x) = j(x) = |x| (a) (g+h)(4) = = 7 (b) (jf)(-3) = 4/3 (c) (hg)(-8)= 1870 (d) (4) (3) - B 9/7 X x

Determine coefficients a and b such that p(x) = ax? + bæ +7 satisfies p(4) = -1 and p(4) = -6. a = %3D

Find f(x) and g(x) such that h(x) = (fo g)(x). h(x) = (2 – 4x)? Suppose that g(x) = 2 – 4x. f(x) =O