Let $f(x) = %0$, with domain $%1$. Let $f: %1 \to \mathbb{R}; f(x) = %0.$ Then
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Let $f(x) = %0$, with domain $%1$. Then
(Enter exact answer; not a decimal approximation. If the value does not exist (or undefined), enter dne.)
 
$f(%2[1])$ = BOX
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Let $f(x) = %0$, with domain $%1$. Then
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$f(%2[2])$ = BOX
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Let $f(x) = %0$, with domain $%1$. Then
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$f(%2[3])$ = BOX
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Let $f(x) = %0$, with domain $%1$. Then
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$f(%2[4])$ = BOX
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RANDOMIZE