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F(19)= 5(19+4) - 6.. complete the rest
well, first, find the inverse of f(x) = 5(x+4) - 6 \(\bf f(x) =\color{red}{y} = 5(x+4) - 6\qquad inverse\implies x = 5(\color{red}{y}+4) - 6\) solve for "y" in the inverse
once you get the inverse \(\bf f^{-1}(x)\) solved by "y", find \(\bf f^{-1}(19)\)
(: thank you!
yw
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