An airtight container is completely filled with an ideal, incompressible fluid. If the external pressure on the container is increased by \( \Delta P \), how does the pressure change at a point located at the very bottom of the container?(a) It increases by \( \Delta P + \rho g h \). , (b) It increases by less than \( \Delta P \) due to the fluid’s viscosity. , (c) It increases by exactly \( \Delta P \). , (d) It remains unchanged because the fluid is incompressible. :

An airtight container is completely filled with an ideal, incompressible fluid. If the external pressure on the container is increased by \( \Delta P \), how does the pressure change at a point located at the very bottom of the container? • Nerd Notes

AP Physics 1

8.2 Pressure

8.1 Internal Structure and Density

BeginnerMCQConceptual13.9k

An airtight container is completely filled with an ideal, incompressible fluid. If the external pressure on the container is increased by \( \Delta P \), how does the pressure change at a point located at the very bottom of the container?

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