Math-132: Calculus and Analytical Geometry-1 Answer must be handwritten with clear and step by step explanation Given the function find all possible asymptotes and intercepts. (no need to sketch) f) y = L

For the function f(x)=x2 , (a) find the domain (b) graph the function (c) use the graph to determine the range.

Fill in the blanks. When fxbas x, y=bis a of the graph of f.

The circumference C of a circle is a function of its radius given by C(r)=2r. Express the radius of a circle as a function of its circumference. Call this function r(C) , Find r(36) and interpret its meaning,

the functions 2y =4x2 -1 is symmetry about origin only symmetry about x-axis and y-axis symmetry about y-axis only symmetry about x-axis only symmetry about x-axis and y-axis and origin.

Can I have help with number 3 please . Step by step

If you could answer the question in an explaination to help me understand, I am relearning algebra and wanting to check my answers.

Where are the points of discontinuity and what type are they?

determine the coordinates

x²-x-2 x -1 You must show all your algebra. a) Identify all intercepts. b) Identify any vertical, horizontal or slant asymptotes. c) Plot additional points as needed and graph. 2) Let f(x)=