Consider the function : A(x) = -9x (3x - 5)(x + 5)3 The zero/root corresponding to x is: x = The multiplicity of this zero/root is: This multiplicity is -- |so the graph of f(x) the x - axis. The zero/root corresponding to (3x - 5) is: x = The multiplicity of this zero/root is: This multiplicity is odd v so the graph of f(x) -- the x - axis. The zero/root corresponding to (x + 5) is: x = The multiplicity of this zero/root is: This multiplicity is -- |so the graph of f(x) -- the x - axis. The leading term of f(x) is The end-behavior of the graph of f(x) is the same as the end-behavior of the graph of --- v This means that the end-behavior of the graph is y -> -.-v , as x -2-co and y -> - , as x > " symbolic formatting help Your work in question(s) 2, 3, 5, 6 will also be submitted or saved