Answer the following question on paper please and just the answer is fine.

Part 1 - Graph each of the following functions and classify each as even or odd. You may want to start with a standard window setting of -10 to 10 and a scale of 1. ** If you think a function is too "squished", then play with the window settings until you can see more of it. Function Sketch Even or Odd y=x3 y =19-x2 y=x2 V= y =x Absolute is found in the MATH key, and then over to NUM. Select 1:abs( y= Vx Cube root is found in the MATH key. Select 4: 3( Now, let's start mixing 'em up! Case 1 - Combining Even and Even Functions You'll select two even functions from the list above, and look at what happens when they're added, subtracted and multiplied. Then repeat this two more times (with two new functions from the list above) to see if you get the same results. Make a sketch of S(x) +g(x), f(x)-g(x), f(x) xg(x) and then state your conclusion for each. f(x) = f(x) = f(x) = g(x) = g(x) = g(x) = J(x)+g(x) S(x)+g(x) f(x)+g(x) S(x)-g(x) f(x)-g(x) f(x)-g(x) f(x) xg(x) f(x) xg(x) f(x) xg(x)