The drinking water needs of an office are met by large water bottles, as shown in Figure 2 below. One end of a 0.6 cm diameter plastic hose is inserted into the bottle placed on a high stand, while the other end with an on/off valve is maintained 0.6 m below the bottom of the bottle. Take the density of the water to be p=1000kg/m³. If the water level in the bottle is 0.45 m when it is full, determine the minimum time required to fill a 0.25 L glass, a) when the bottle is first open and; b) when the bottle is almost empty 0.45 m Water 0.6 m Figure 2

The drinking water needs of an office are met by large water bottles, as shown in Figure 2 below. One end of a 0.6 cm diameter plastic hose is inserted into the bottle placed on a high stand, while the other end with an on/off valve is maintained 0.6 m below the bottom of the bottle. Take the density of the water to be p=1000kg/m³. If the water level in the bottle is 0.45 m when it is full, determine the minimum time required to fill a 0.25 L glass, a) when the bottle is first open and; b) when the bottle is almost empty 0.45 m Water 0.6 m Figure 2

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Description: The drinking water needs of an office are met by large water bottles, as shown in Figure 2below. One end of a 0.6 cm diameter plastic hose is inserted into the bottle placed on a highstand, while the other end with an on/off valve is maintained 0.6

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

The drinking water needs of an office are met by large water bottles, as shown in Figure 2
below. One end of a 0.6 cm diameter plastic hose is inserted into the bottle placed on a high
stand, while the other end with an on/off valve is maintained 0.6 m below the bottom of the
bottle. Take the density of the water to be p=1000kg/m³. If the water level in the bottle is 0.45
m when it is full, determine the minimum time required to fill a 0.25 L glass,
a) when the bottle is first open and;
b) when the bottle is almost empty
0.45 m
Water
0.6 m
Figure 2

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