The value of the expression is approximately 2.00 , so the closest choice is D .2 .
Approximate calculation

- Numerator: $\((1.3333)(0.6666)(1.125) \approx 1.0000\)$.

- Denominator: $\((0.75)(0.8)(0.8333) \approx 0.5000\)$.

- Therefore, the fraction is $\(\frac{\text { numerator }}{\text { denominator }} \approx \frac{1.00}{0.50} \approx 2.00\)$, which matches option D. 2 .