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Weight of 1 litre milk is 1.032 kg. It c...

Weight of 1 litre milk is `1.032 kg`. It contains butter fat (density `865 kg m^(-3))` to the extent of `4.0%` by wt`//`volume. Calculate the density of the fat -free skimmed milk.

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AI Generated Solution

To calculate the density of fat-free skimmed milk, we will follow these steps: ### Step 1: Determine the weight of 1 cubic meter of milk. Given that the weight of 1 liter of milk is 1.032 kg, we can find the weight of 1 cubic meter (1000 liters) of milk. \[ \text{Weight of 1 m}^3 \text{ milk} = 1.032 \, \text{kg/liter} \times 1000 \, \text{liters} = 1032 \, \text{kg} \] ...
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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)

One litre of milk weight 1.035 kg. The butter fat is 4% (v/v) of milk and has density of 875 kg//m^(3) . If the density of fat free skimed milk is 'x' kg//m^(3) , the value of (4.8 x) is ?

Knowledge Check

  • One litre of milk weight 1.032 kg . If it contains butter fat (density =800 kg m^(-3) ) to the extent of 4% by volume, then the density of "skimmed milk" will be __ kg m^(-3)

    A
    1240
    B
    1402
    C
    1042
    D
    2104

  • An adulterated sample of milk has a density 1032 kg m^(-3) , while pure milk has a density of 1080 kg m^(-3) . Then the volume of pure milk in a sample of 10 litres of adulterated milk is

    A
    1 litre
    B
    2 litre
    C
    3 litre
    D
    4 litre

  • An iceberg of density 900kg//m^(3) is floating in water of density 1000 kg//m^(3) . The percentage of volume of ice cube outside the water is

    A
    `20%`
    B
    `35%`
    C
    `10%`
    D
    `25%`

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    One litre of milk weighs. 1.035 kg . The butter fat is 4%(v//v) of milk has density of 875 kg//m^(3) . Find the density of fat free skimed milk.

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