An uncompressible liquid with a density p is found in a vessel with a bottom of z = 0 and its shape is given by: z = 2(x^2+y^2-1) Where x, y, z are measured in meters. The z axis is in the opposite direction from the gravitational field and is the axis of symmetry of The container, as shown in the figure. Axes x, y are the Cartesian axes perpendicular to the axis .z At the bottom of the container there is a large hole in a radius m 1 whose center is at the beginning of the axes O. Assume a laminar flow and calculate how long it will take for the liquid level to drop from an initial height of cm 40 to a final height of 20 cm.

An uncompressible liquid with a density p is found in a vessel with a bottom of z = 0 and its shape is given by: z = 2(x^2+y^2-1) Where x, y, z are measured in meters. The z axis is in the opposite direction from the gravitational field and is the axis of symmetry of The container, as shown in the figure. Axes x, y are the Cartesian axes perpendicular to the axis .z At the bottom of the container there is a large hole in a radius m 1 whose center is at the beginning of the axes O. Assume a laminar flow and calculate how long it will take for the liquid level to drop from an initial height of cm 40 to a final height of 20 cm.

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Description: An uncompressible liquid with a density p is found in a vessel with abottom of z = 0 and its shape is given by:z = 2(x^2+y^2-1)Where x, y, z are measured in meters. The z axis is in the oppositedirection from the gravitational field and is the axis

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

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Question

An uncompressible liquid with a density p is found in a vessel with a
bottom of z = 0 and its shape is given by:
z = 2(x^2+y^2-1)
Where x, y, z are measured in meters. The z axis is in the opposite
direction from the gravitational field and is the axis of symmetry of
The container, as shown in the figure. Axes x, y are the Cartesian axes
perpendicular to the axis .z At the bottom of the container there is a
large hole in a radius m 1 whose center is at the beginning of the axes
O.
Assume a laminar flow and calculate how long it will take for the
liquid level to drop from an initial height of cm 40 to a final height of
20 cm.

9
0.63 sec .N
0.072 sec .2
0.30 sec .3
0.12 sec
.7
0.047 sec
.7
0.15 sec
0.024 sec
ו.
0.091 sec
.J
0.35 sec .n
0.17 sec .

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