$2$:$39$

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$$

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$(2$ out of $6)$

For $x>0,$ which answer best describes the curve of the function $f(x)=x^{\frac{1}{2}}?$

Positive values of $f(x)$; steep near $0$ but flattening as x approaches $$

Negative values of $f(x)$; steep near $0,$ but flattening as x approaches $$

Positive values of $f(x)$; flat near $0,$ but steepening as x approaches $$

Negative values of $f(x)$; flat near $0,$ but steepening as x approaches $$ None of the above.

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