There are many reasons people consider living in a tiny house such as lifestyle, lower costs, and to reduce their impact on the environment. A cost- effective way to build a tiny house can be to modify 3 m a shipping container. One design of a tiny home cuts out a section of the container wall to fit sliding door glass panels as shown in the diagram (not to scale). 4x 6m x a) If the area of the sliding door glass panels is 10.5 square metres smaller than the total area of the container wall, find the area of the section of container wall that will need to be cut out to install the sliding doors (shaded). b) Write an equation, in standard quadratic form, to describe the area of the container wall that will need to be cut out to install the sliding door glass panels. 2x
There are many reasons people consider living in a tiny house such as lifestyle, lower costs, and to reduce their impact on the environment. A cost- effective way to build a tiny house can be to modify 3 m a shipping container. One design of a tiny home cuts out a section of the container wall to fit sliding door glass panels as shown in the diagram (not to scale). 4x 6m x a) If the area of the sliding door glass panels is 10.5 square metres smaller than the total area of the container wall, find the area of the section of container wall that will need to be cut out to install the sliding doors (shaded). b) Write an equation, in standard quadratic form, to describe the area of the container wall that will need to be cut out to install the sliding door glass panels. 2x
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:There are many reasons people consider living in a
tiny house such as lifestyle, lower costs, and to
reduce their impact on the environment. A cost-
effective way to build a tiny house can be to modify 3 m
a shipping container. One design of a tiny home cuts
out a section of the container wall to fit sliding door
glass panels as shown in the diagram (not to scale).
4x
6m
x
a) If the area of the sliding door glass panels is 10.5 square metres smaller than the total
area of the container wall, find the area of the section of container wall that will need
to be cut out to install the sliding doors (shaded).
b) Write an equation, in standard quadratic form, to describe the area of the container
wall that will need to be cut out to install the sliding door glass panels.
2x
Expert Solution
Step 1: calculating the area.
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Follow-up Questions
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Follow-up Question
using the equation find the dimensions (height and width)
Solution
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