calculate the height of water column which will exert same pressure is exerted by 1 m Mercury equals to 13.6 into 10 to the power 3 kg per metre cube density of water is equals to 10 degree Celsius column of water is equals to 4.25 gram to the power minus 10 .
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wè ķñòw,
P=dèñšity×height of liquid column×g
P(mercury)=13.6×980×70=932960dyne\cm
ñòw h of wayeŕçòĺùmñ with same ptesdure=h
=pŕèś§ure\density×g
=932960/980
=952cm
2_______________
Pressure at the place remains the same for both water and mercury.
Pressure exerted by mercury = density of mercury * height of mercury column * g (acc. due to gravity)
=> Pressure exerted by mercury = 13.6 * 70 * g
=> Pressure exerted by mercury = 952 g.
Pressure exerted by water = density of water * height of water column * g (acc. due to gravity)
=> Pressure exerted by water = 1 * h *g
=> Pressure exerted by water = h g.
Now, According to question,
952* g = h* g
=> h = 952 cm.
HOPE THIS WILL HELP YA
MARK ME AS BRAINLIEST IF U LIKE PLZZZ
P=dèñšity×height of liquid column×g
P(mercury)=13.6×980×70=932960dyne\cm
ñòw h of wayeŕçòĺùmñ with same ptesdure=h
=pŕèś§ure\density×g
=932960/980
=952cm
2_______________
Pressure at the place remains the same for both water and mercury.
Pressure exerted by mercury = density of mercury * height of mercury column * g (acc. due to gravity)
=> Pressure exerted by mercury = 13.6 * 70 * g
=> Pressure exerted by mercury = 952 g.
Pressure exerted by water = density of water * height of water column * g (acc. due to gravity)
=> Pressure exerted by water = 1 * h *g
=> Pressure exerted by water = h g.
Now, According to question,
952* g = h* g
=> h = 952 cm.
HOPE THIS WILL HELP YA
MARK ME AS BRAINLIEST IF U LIKE PLZZZ
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