H.W1: The cylindrical tank (1m) diameter is initially filled with water and inside flow is (5 L/sec). There is a (2cm) diameter hole in the bottom. If the water level is (2m) and the hole is suddenly opened. Estimate the water level at time (15 min) and, when will the tank be empty?

Q: B. How rapidly will the water level inside a vertical cylindrical tank if we pump the water out at…

A:

Q: Water flows at 1.4 m/s through a hose with an internal diameter of 1.09 cm, exiting through a nozzle…

A: Water flows at 1.4m/s through a hose with an internal diameter of 1.09cm exiting through a nozzle at…

Q: A pipe has an inside diameter of 1.6 cm. It carries water into the first floor of a house at a speed…

A: The complete solutions are given below

Q: c) A cube has sides of length x cm and volume V cm3 . The volume is increaring at a rate of 1.5…

A: It is application of derivative.

Q: Coffee drips into a cylindrical coffee pot at a rate of 10 in3/min. How fast is the level inthe pot…

A: For the volume of the coffee on the conical filter F at any given time t, refer to the figure:

Q: A tank contains (400 L) of brine made by dissolving (20 kg) of salt in water. Salt water containing…

A: dVindt = 2 L/min       (Volume in rate)dVoutdt = 5 L/min    (Volume out rate)Therefore, Net  dVdt =…

Q: Water is flowing into a conical cistern at the rate of 8 m³/min. If the height of the nverted cone…

A: A. 3.64 m/sec

Q: In Pitot-Tube Experiment, the water level in two tubes h1=11 cm and h2=22 cm. Calculate the velocity…

A:

Q: The radius of a sphere increases at a rate of 6m/sec, then the rate at which the volume increases…

A: Let's find.