To convert the fraction \(3/16/25\) to a decimal, it's important to clarify whether it is meant as \(\frac{3}{16}\) divided by \(25\) or if it is meant as \(\frac{3}{16} \div 25\).
If we take it as \(\frac{3}{16}\) divided by \(25\), the calculation would be:
\[ \frac{3}{16} = 0.1875 \]
Then dividing by \(25\):
\[ 0.1875 \div 25 = 0.0075 \]
However, it seems like the provided options do not include \(0.0075\).
If you meant \(3/(16/25)\), that would change the interpretation entirely.
Calculating \(\frac{16}{25}\):
\[ \frac{16}{25} = 0.64 \]
Then calculating \(3 / 0.64\):
\[ 3 \div 0.64 = 4.6875 \]
It appears there may be some miscommunication with the original fraction. If we consider:
\[ 3 \div (16/25) = 3 \times (25/16) = \frac{75}{16} \]
Calculating \(75/16\):
\[ 75 \div 16 = 4.6875 \]
Again, the options provided do not include these results, so could you please clarify the format of the fraction?
If it refers to a different mathematical expression, please let me know!