One litre of milk weighs `1.035kg`. The butter fat it contains to the extent of `4%` by volume has a density of `875kg//m^(3)`. Find the density of the fat-free skimmed milk . `(1m^(3)=10^(3)` litres)

Explanation

To find the density of fat-free skimmed milk, we can follow these steps:

### Step 1: Determine the weight of 1 m³ of milk
Since 1 liter of milk weighs 1.035 kg, we can calculate the weight of 1 m³ (which is 1000 liters) of milk.

\[ \text{Weight of 1 m³ of milk} = 1.035 \, \text{kg/liter} \times 1000 \, \text{liters} = 1035 \, \text{kg} \]
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