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Use the following function rule to find f(4)f(4).\newlinef(x)=∣x+10∣f(x) = |x + 10|\newlinef(4)=f(4) = _____

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Q. Use the following function rule to find f(4)f(4).\newlinef(x)=∣x+10∣f(x) = |x + 10|\newlinef(4)=f(4) = _____
  1. Substitute xx with 44: Step 11: Substitute xx with 44 in the function rule.\newlineCalculation: f(4)=∣4+10∣f(4) = |4 + 10|\newlineReasoning: To find f(4)f(4), replace xx in the function rule with 44 and simplify.
  2. Simplify expression inside: Step 22: Simplify the expression inside the absolute value.\newlineCalculation: ∣4+10∣=∣14∣\lvert 4 + 10 \rvert = \lvert 14 \rvert\newlineReasoning: Add 44 and 1010 to get 1414.
  3. Evaluate absolute value: Step 33: Evaluate the absolute value.\newlineCalculation: ∣14∣=14|14| = 14\newlineReasoning: The absolute value of 1414 is 1414, since it's already a positive number.

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