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Use the following function rule to find f(6)f(6).\newlinef(x)=−8−36xf(x) = -8 - \frac{36}{x}\newlinef(6)=f(6) = _____

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Full solution

Q. Use the following function rule to find f(6)f(6).\newlinef(x)=−8−36xf(x) = -8 - \frac{36}{x}\newlinef(6)=f(6) = _____
  1. Substitute xx in function: Substitute 66 for xx in the function f(x)=−8−36xf(x) = -8 - \frac{36}{x}.\newlinef(6)=−8−366f(6) = -8 - \frac{36}{6}
  2. Calculate division: Calculate 3636 divided by 66.\newline36/6=636/6 = 6
  3. Substitute result back: Substitute the result back into the equation. f(6)=−8−6f(6) = -8 - 6
  4. Find value of f: Add the numbers to find the value of f(6)f(6).f(6)=−14f(6) = -14

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