Evaluate the function.
-Given that $f(x)=\sqrt{x}+\frac{3}{1-x}$, find $f(3.8)$.
A) $\sqrt{3.8}-\frac{15}{14} \approx 0.8286$
B) $\sqrt{3.8}-\frac{15}{14} \approx 13.3686$
C) $\sqrt{3.8}-\frac{15}{14} \approx 3.0208$
D) $\sqrt{3.8}-\frac{15}{14} \approx 0.8779$

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The Answer of Evaluate the function.
-Given that $f(x)=\sqrt{x}+\frac{3}{1-x}$, find $f(3.8)$.
A) $\sqrt{3.8}-\frac{15}{14} \approx 0.8286$
B) $\sqrt{3.8}-\frac{15}{14} \approx 13.3686$
C) $\sqrt{3.8}-\frac{15}{14} \approx 3.0208$
D) $\sqrt{3.8}-\frac{15}{14} \approx 0.8779$

Evaluate the Function f(x)=x+31−xf(x)=\sqrt{x}+\frac{3}{1-x}f(x)=x​+1−x3​ , Find f(3.8)f(3.8)f(3.8) A) 3.8−1514≈0.8286\sqrt{3.8}-\frac{15}{14} \approx 0.82863.8​−1415​≈0.8286 B) 3.8−1514≈13.3686\sqrt{3.8}-\frac{15}{14} \approx 13.36863.8​−1415​≈13.3686

Evaluate the Function $f(x)=\sqrt{x}+\frac{3}{1-x}$ , Find $f(3.8)$
A) $\sqrt{3.8}-\frac{15}{14} \approx 0.8286$ B) $\sqrt{3.8}-\frac{15}{14} \approx 13.3686$