a simple u tube contains Mercury to the same level in both arm . if water is poured to the a height of 13.6 cm in one arm , how much will be the rise in mecury level in other arm? given:13.6×10^3kgm-3density of mecury &10^3 kgm-3 density of water
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When water is added to one side of the U tube, the rise in mercury level of the other side of the U tube will be depend on the density of water and mercury.
The height of water added in one arm = 13.6cm, we have to calculate the corresponding rise in level in the other arm
The pressure difference tn the two arms will be equal
So, the pressure difference in water column = the pressure difference in the other arm or mercury
i.e. hHg d g = hW d g
hHg = hW×density of water × g ÷ density of mercury × g
= 13.6cm × 1000kg/m3 × g ÷ 13.6 × 1000kg/m3 × g
= 1cm
i.e. When 13.6cm water is added to one arm of the U tube, only a height of 1cm will be the rise in mercury level in the other arm.
The height of water added in one arm = 13.6cm, we have to calculate the corresponding rise in level in the other arm
The pressure difference tn the two arms will be equal
So, the pressure difference in water column = the pressure difference in the other arm or mercury
i.e. hHg d g = hW d g
hHg = hW×density of water × g ÷ density of mercury × g
= 13.6cm × 1000kg/m3 × g ÷ 13.6 × 1000kg/m3 × g
= 1cm
i.e. When 13.6cm water is added to one arm of the U tube, only a height of 1cm will be the rise in mercury level in the other arm.
Anonymous:
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This may help you!
The main twist in this question was the increase level is not of x but of 2x
Check the image below all the doubts of yours would clarify
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