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Case 3 - Combining Odd and Odd Functions You'll select two odd functions from the list above, and look at what happens when they're added, subtracted and multiplied. Then repeat this two more times to see if you get the same results. Make a sketch of (x) + g(x), f(x)-g(x), f(x) *g(x) and then state your conclusion for each. f(x) = f(x) = f(x) = g(X) = g(x) = g(x) = (x)+g(x) (x)+g(x) (x)+g(x) A(x)-g(x) ((x)-g(x) ((x)-g(x) A(x) xg(x) (x) xg(x) (x) xg(x)1. = x Graph : Eeven or odd y . 10 old function 5 - 10 -5 10 - 10 Y = Jq- x2 : Graph : Even or Odd 10 ed Even function. 5 3 -10 -5 - -3 3 5 10 - 5 - 10 1 = x 2 . Graph: Even or Odd 107 Even function - 10 - 5 10 1-5 - 104= t : Graph : Even or Odd : Odd 10 function 5 -1 X -10 -5 10 -5 y = 1 x1 : Graph : Even or Odd : 10 27 Even function. 5 -10 1-5 10 -5 Y= 3 x : Graph : Even or odd . Odd 5 function. -10 -5 10 X -5