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Inflow (materials) boundary Storage (materials, products, solid waste). actflow (materials) outflow (products) > outflow ( recyclables) outflow outflow (solid wastes) (in wastewater)

Inflow (materials) boundary Storage (materials, products, solid waste). actflow (materials) outflow (products) > outflow ( recyclables) outflow outflow (solid wastes) (in wastewater)

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Could you please help me to solve the question and please I want you to write it to be look like the another picture. And if it's possible to give a detail for each step that you done
- Definition sketch. Inflow (materials) boundary sufifline (combustion gases and ashes) out flow Storage (materials, products, solid waste) outflow out flow (in wastewaten) adflow (materials) → outflow (products) -outflow ( recyclables). ( solid wastes)
Transcribed Image Text:- Definition sketch. Inflow (materials) boundary sufifline (combustion gases and ashes) out flow Storage (materials, products, solid waste) outflow out flow (in wastewaten) adflow (materials) → outflow (products) -outflow ( recyclables). ( solid wastes)
Practice Problem #1 Consider a household that generates a certain amount of waste per day. Of this amount, bottles and cans represent 20 percent (by weight) and are recycled by the family. Twenty percent of the paper waste (32 percent total) is burned in the fireplace. The remaining paper along with the rest of the waste is put into containers for collection. On a given day, 20 lb of consumer goods (food, newspapers, magazines, etc.) are bought into the house. The family consumes 7 lb of food that day, and 5 lb of food is stored. The magazine received represent 5 percent of the paper wastes of the day, and they are not thrown away. Draw a materials flow diagram of this problem and calculate the amount of solid wastes disposed of during this day.
Transcribed Image Text:Practice Problem #1 Consider a household that generates a certain amount of waste per day. Of this amount, bottles and cans represent 20 percent (by weight) and are recycled by the family. Twenty percent of the paper waste (32 percent total) is burned in the fireplace. The remaining paper along with the rest of the waste is put into containers for collection. On a given day, 20 lb of consumer goods (food, newspapers, magazines, etc.) are bought into the house. The family consumes 7 lb of food that day, and 5 lb of food is stored. The magazine received represent 5 percent of the paper wastes of the day, and they are not thrown away. Draw a materials flow diagram of this problem and calculate the amount of solid wastes disposed of during this day.
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