The height of mercury barometer is $76 c m$ and density of mercury is $13.6 g / c c$ . The corresponding height of water barometer is SI system is:

10.336 m

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103.366 m

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5.503 m

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4.103 m

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Solution

The correct option is A $10.336 m$
For same pressure, $ρ_{1} g h_{1} = ρ g h_{2}$
$\Rightarrow 76 \times 13.6 = 1 \times h_{2}$
$h_{2} = 1033.6 c m$
$h_{2} = 10.336 m$

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Similar questions

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At a given place a mercury barometer records a pressure of 0.70m of Hg . What would be the height of water column if mercury in barometer is replaced by water ? Take density of mercury to be 13.6 ×10pawer3 kg m-3 .

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The height of mercury barometer is 76 cm and density of mercury is 13.6 g/cc. The corresponding height of water barometer is SI system is:

The correct option is A 10.336 mFor same pressure, ρ1gh1=ρgh2⇒76×13.6=1×h2h2=1033.6cm h2=10.336m

The height of mercury barometer is $76 c m$ and density of mercury is $13.6 g / c c$ . The corresponding height of water barometer is SI system is:

The correct option is A $10.336 m$
For same pressure, $ρ_{1} g h_{1} = ρ g h_{2}$
$\Rightarrow 76 \times 13.6 = 1 \times h_{2}$
$h_{2} = 1033.6 c m$
$h_{2} = 10.336 m$