1. Find the zeros of each function. State where the function increases or decreases. Find it relative minima or maxima of the function. (A) f(c)=2x-4 (B) f(X)=x^2-1 (C) f(X) =x^2-2x (D) f(X)= x^2-1/x+1 2. Find the average rate of change of f(X)=x^2-1 on [1,3] 3. Determine whether the function is even, odd, or neither (A) f(X)= x^2+1 (B) f(X)=x^3-4x (C) f(X)= 1/x^4 4. Sketch the graph of the function (A) f(X)= square root of -X+3+2 (B) f(X)= 2(X-1)^2-1 (C) f(X) = - |x+1|+3 5. Fine the following for the given functions F(X)=4x, g(X)=x^2 (A) Find f+g, g-f,fg, and f/g (B) find fg, gf, ff, and gg (C) Find fg(3)