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Is the function j(x)=11x2−18j(x) = 11x^2 - 18 even, odd, or neither?\newlineChoices:\newline(A)even\newline(B)odd\newline(C)neither

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Full solution

Q. Is the function j(x)=11x2−18j(x) = 11x^2 - 18 even, odd, or neither?\newlineChoices:\newline(A)even\newline(B)odd\newline(C)neither
  1. Check Even Function: Check if j(x)j(x) is even by evaluating j(−x)j(-x) and comparing it to j(x)j(x).\newlinej(−x)=11(−x)2−18j(-x) = 11(-x)^2 - 18
  2. Simplify j(−x)j(-x): Simplify j(−x)j(-x).j(−x)=11x2−18j(-x) = 11x^2 - 18
  3. Compare Functions: Compare j(−x)j(-x) with j(x)j(x).\newlineSince j(−x)=j(x)j(-x) = j(x), the function j(x)j(x) is even.

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