Find the largest open interval where the function is decreasing. $$ f(x)=\sqrt{4-x} $$ A. $$ (-4, \infty) $$ B. $$ (-\infty, 4) $$ C. $$ (4, \infty) $$ D. $$ (-\infty,-4) $$

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The largest open interval where the function is decreasing is $$ (-\infty, 4) $$.

Find the largest open interval where the function is decreasing. \( f(x)=\sqrt{4-x} \) A. \( (-4, \infty) \) B. \( (-\infty, 4) \) C. \( (4, \infty) \) D. \( (-\infty,-4) \)

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Find the largest open interval where the function is decreasing. \( f(x)=\sqrt{4-x} \) A. \( (-4, \infty) \) B. \( (-\infty, 4) \) C. \( (4, \infty) \) D. \( (-\infty,-4) \)

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