+128 1. Find the constant a such that (x^2-3x+4)(2x^2+ax+7) = 2x^4-11x^3+30x^2-41x+28
2.Suppose that f is a polynomial such that (x-1)*f(x) = 3x^4+x^3-25x^2+38x-17
a. What is the degree of f?
b. What is the leading term of f(x)?
c. What is the constant term of f(x)?
d. Find f(x)
+28025 Find the terms that result in an x^2
x^2 *7 + 2x^2 *4 + (-3x)(ax) = + 30 x^2
15 x^2 - 3ax^2 = 30 x^2
15 -3a = 30
a = -5
Second one Just divide (x-1) into 3x^4 x^3 -25x^2 + 38x -17 via synthetic or longhand division to find (f(x)
