HIKI TO D OSHITENOJ ON DE No. Date 3 A parking facility operates from 8 a.m. to 6p.m, whereby 20% of those who wish to park are turned back daily because of lack of space. A total of 200. vehicles are able to park daily of which 60% park for an average parking duration of 9 hours and the remaining park For an average parking duration of 2 hours. From a survey of the vehicles who are not able to park daily it is known that 20% of these vehicles desire to park for 9 hours and the For 2 hours. remaining desire to Park If the parking efficiency is 0.9, determine: Li) the number of additional space hours required? (ii) the additional number of parking bays required in order to meet excess demand?
HIKI TO D OSHITENOJ ON DE No. Date 3 A parking facility operates from 8 a.m. to 6p.m, whereby 20% of those who wish to park are turned back daily because of lack of space. A total of 200. vehicles are able to park daily of which 60% park for an average parking duration of 9 hours and the remaining park For an average parking duration of 2 hours. From a survey of the vehicles who are not able to park daily it is known that 20% of these vehicles desire to park for 9 hours and the For 2 hours. remaining desire to Park If the parking efficiency is 0.9, determine: Li) the number of additional space hours required? (ii) the additional number of parking bays required in order to meet excess demand?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:HIKI TO D
OSHITENOJ
ON DE
No.
Date
3
A parking facility operates from 8 a.m. to 6p.m,
whereby 20% of those who wish to park are turned
back daily because of lack of space. A total of 200.
vehicles are able to park daily of which 60% park
for an average parking duration of 9 hours and the
remaining park For an average parking duration of
2 hours. From a survey of the vehicles who are
not able to park daily it is known that 20% of
these vehicles desire to park for 9 hours and the
For 2 hours.
remaining desire to
Park
If the parking efficiency is 0.9, determine:
Li) the number of additional
space
hours required?
(ii) the additional number of parking bays required in
order to meet excess demand?
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