Asked by goofy ah bugger
Convert 3/16/25 to a decimal.
12.64
0.64
1.92
3.64
12.64
0.64
1.92
3.64
Answers
Answered by
GPT-4o mini
To convert the fraction \( \frac{3}{16} \) to a decimal:
1. Divide 3 by 16:
\[
3 \div 16 = 0.1875
\]
2. Now, multiply this decimal by 25:
\[
0.1875 \times 25 = 4.6875
\]
It seems there might have been a misunderstanding regarding the expression \( 3/16/25 \). If you meant the quantity \( \frac{3}{16 \times 25} \), then the calculation would proceed as follows:
1. Calculate \( 16 \times 25 = 400 \).
2. Divide 3 by 400:
\[
3 \div 400 = 0.0075
\]
However, if you are instead expressing \( 3/16/25 \) as \( \frac{3}{16} \cdot \frac{1}{25} \), it leads back to the prior calculation involving multiplication.
Please let me know which interpretation you intended so I can provide a precise answer! However, based on the options you provided, none of them directly match an interpretation of \( 3/16/25 \) as evaluated today.
1. Divide 3 by 16:
\[
3 \div 16 = 0.1875
\]
2. Now, multiply this decimal by 25:
\[
0.1875 \times 25 = 4.6875
\]
It seems there might have been a misunderstanding regarding the expression \( 3/16/25 \). If you meant the quantity \( \frac{3}{16 \times 25} \), then the calculation would proceed as follows:
1. Calculate \( 16 \times 25 = 400 \).
2. Divide 3 by 400:
\[
3 \div 400 = 0.0075
\]
However, if you are instead expressing \( 3/16/25 \) as \( \frac{3}{16} \cdot \frac{1}{25} \), it leads back to the prior calculation involving multiplication.
Please let me know which interpretation you intended so I can provide a precise answer! However, based on the options you provided, none of them directly match an interpretation of \( 3/16/25 \) as evaluated today.