A boy can lift a maximum load of 250 N, of water: How many liters of mercury (density 13600 kg m-3) can he lift if contained in an identical vessel?
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Volume of water= 1kg/m³
Mass of water being lifted⇒ Weight= Mass·acceleration
⇒ Mass= Weight÷acceleration
⇒ 250N÷ 10m/s²
⇒ 25 Kg
Mass of water= 25 Kg in 25 litres (∴ 1kg water= 1litre water)
Boy can lift only 25Kg of any substance. (when g= 10m/s)
Now mass of 1 litre of mercury= 13600 Kg per litre (∴ 1 m³= 1 litre)
We will find how much litres of mercury weighs 25kg:
Volume of mercury the boy can lift = (25*1)/13600 =0.00183823529411764705882352941176 litres
or
1.83 * 10⁻³ litres of mercury he can lift.
Mass of water being lifted⇒ Weight= Mass·acceleration
⇒ Mass= Weight÷acceleration
⇒ 250N÷ 10m/s²
⇒ 25 Kg
Mass of water= 25 Kg in 25 litres (∴ 1kg water= 1litre water)
Boy can lift only 25Kg of any substance. (when g= 10m/s)
Now mass of 1 litre of mercury= 13600 Kg per litre (∴ 1 m³= 1 litre)
We will find how much litres of mercury weighs 25kg:
Volume of mercury the boy can lift = (25*1)/13600 =0.00183823529411764705882352941176 litres
or
1.83 * 10⁻³ litres of mercury he can lift.
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