Answer:
\(\frac{325}{1000}\text{ liter}=\frac{13}{40}\text{ liter}\)
Step-by-step explanation:
We are asked to represent 325 ml as a fraction of a liter.
We know that one liter is equal to 1000 ml.
To represent 325 ml as a fraction of a liter, we will divide 325 by 1000 as:
\(315\text{ ml}=315\text{ ml}\times \frac{\text{1 liter}}{1000\text{ ml}}=\frac{325}{1000}\text{ liter}\)
We can reduce our fraction as:
\(\frac{13\times 25}{40\times 25}\text{ liter}=\frac{13}{40}\text{ liter}\)
Therefore, our required expression would be \(\frac{325}{1000}\text{ liter}=\frac{13}{40}\text{ liter}\).
