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Use the following function rule to find g(4d)g(4d). Simplify your answer.\newlineg(s)=s−4g(s) = s - 4\newlineg(4d)=g(4d) = ______

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Q. Use the following function rule to find g(4d)g(4d). Simplify your answer.\newlineg(s)=s−4g(s) = s - 4\newlineg(4d)=g(4d) = ______
  1. Substitute in Function Rule: The given function rule is g(s)=s−4g(s) = s - 4. To find g(4d)g(4d), we need to substitute 4d4d for ss in the function rule.\newlineSo, g(4d)=4d−4g(4d) = 4d - 4.
  2. Simplify Expression: Now, we have the expression g(4d)=4d−4g(4d) = 4d - 4. There is no further simplification needed as there are no like terms to combine.

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