Consider the equations
`P=Lim_(/_\srarr0)F/(/_\S) and P_1-P_2=rhogz`
In an elevator acceleratin upward

Consider the equations P=Lim_(/_\srarr0)F/(/_\S) and P_1-P_2=rhogz In an elevator accelerating upward

In an elevator, a spring clock of time period T_(s) (mass attached to a spring) and a pendulum clock of time period T_(p) are kept. If the elevator accelerates upwards

In the derivation of P_1-P_2=rhogz it was asumed that the liquid is incompressible. Why will this equation not be stictly valid for a compressible liquid?

In the derivation of P_1-P_2=rhogz it was asumed that the liquid is incompressible. Whuy will tis equation not be stictly valid for a compressible liquid?

In the derivation of P_1-P_2=rhogz it was asumed that the liquid is incompressible. Why will this equation not be stictly valid for a compressible liquid?

Evaluate lim_(xrarr1)(x^(P+1)-(P+1)x+P)/((x+1)^2)

Consider the function f(x) = |(x^3,sinx,cosx),(6,-1,0),(p,p^2,p^3)|, where p is constant. What is the value of f'(0) ? What is the value of p for which f''(0)=0