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7. A water-filled hydrostatic press shown below is in equilibrium under the weight of its two steel pistons. Calculate the distance x. Density of steel = 7800 kg.m$^{-3}$. 

          7. A water-filled hydrostatic press shown below is in equilibrium under the weight of its two steel pistons. Calculate the distance x.
Density of steel = 7800 kg.m$^{-3}$.
7. A water-filled hydrostatic press shown below is in equilibrium under the weight of its two steel pistons. Calculate the distance x. Density of steel = 7800 kg.m^-3.

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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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steel pistons.Calculate the distance x Density of steel=7800 kg.m-3 (0.78m)
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00:01 Hello students in this question we have given the density of the steel row not it is equals to 780 plogram per meter cube at the temperature t1 it is equals to 20 degrees centigrade so we have to find the density row at the temperature t2 it is equals to 100 degrees centigrade okay so for the this material is steel here so for the steel the the volumetric expansion coefficient expansion coefficient beta is equals to the 3 .6 multiplier bt 10 to the power minus 5 per degree centigrade okay so we can write here that the volume uh sorry the density row is equals to the row not 1…
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