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Use the following function rule to find f(11)f(11).\newlinef(x)=5∣–2−x∣f(x) = 5|–2 − x|\newlinef(11)=f(11) = _____

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Q. Use the following function rule to find f(11)f(11).\newlinef(x)=5∣–2−x∣f(x) = 5|–2 − x|\newlinef(11)=f(11) = _____
  1. Substitute xx with 1111: Step 11: Substitute xx with 1111 in the function.\newlinef(11)=5∣–2−11∣f(11) = 5|–2 − 11|\newlineCalculation: –2−11=–13–2 − 11 = –13, so ∣–13∣=13|–13| = 13.\newlinef(11)=5×13=65f(11) = 5 \times 13 = 65

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