Posted by **Michelle** on Tuesday, July 17, 2012 at 6:23am.

A vessel is being filled at a variable and the volume of liquid in the vessel at any time t is given by V = A( 1- e^-kt) V

a) Show that dV/dt = k(A-V)

b) if one quarter of the vessel is filled in 5 minutes, what fraction is filled in the next 5 minutes?

c) show that lim (x-> infinite) = A.

Thank you!

## Answer This Question

## Related Questions

- Chemistry - The capacity of a large irregularly shaped vessel cannot be computed...
- physics - to what height should a cylindrical vessel of diameter d be filled ...
- Chemistry - A 225 g sample of xenon is placed in a 15.6 L stainless steel vessel...
- Physics - Imagine a vessel containing 2.000 kg of liquid whose specific heat ...
- PHYSICS - The pressure at the bottom of a vessel filled with liquid does not ...
- physics - liquid pressure is independent on the? a. shape of the containing ...
- physics - when a transparent vessel is is filled with water and a jet flows out ...
- chem - A liquid that has an equilibrium vapor pressure of 129 torr at 25°C is ...
- maths-need help asap - how many litres of kerosine can be held by a cylindrical ...
- Chemistry - A 1.00 L vessel contains 5 g N2 and 1.5 g H2O at 25 degrees C. ...

More Related Questions