An experimentally decided formula for relation between pressure and density of x a liquid is
`(P)/(P_("atm"))=(B+1)((d)/(d_("atm")))^(n)-B`
B and n are constant. `P_("atm")` is atmospheric pressure and `d_("atm")` is the density of liquid at that pressure. For water numerical values of B=3000 and n=7.
Take atmospheric pressure=100kPa and density of water `=10^(3) kg//m^(3)` at atmospheric pressure.
Dimensions of

Options

A. B is nonzero but n is zero
B. B is zero but n is nonzero
C. B as well as n is nonzero
D. B as well as n is zero

Explanation

`(P_(0)+hpg)/(P_(0))=(3001)(1.00001)^(7)-3000`
`1+(h)/(10)=(3001)(1.00007)-3000`
`rArrh=2.1007 m`