The total budget allocation for Residential infrastructure is $1,500,000. Based on the surveyor estimate, total cost for the houses built in medium sized blocks is doubled the total cost for the small sized blocks. Total cost for the houses built in large sized blocks is $250,000 more than the total cost for the houses built in medium sized blocks. 2) Declare a suitable variable and write an equation and solve it to find the budget allocation for each area. a. What is the ratio of estimated total costs for houses of small sized blocks, medium sized blocks, and large sized blocks? b. Develop three linear equations to represent the relationship between the budget (y) and the number of houses (x) of each block sizes. c. Assume that you created three separate linear graphs based on the equations developed in (b). Find gradients of each of them and explain its significance in terms of budget distribution.
The total budget allocation for Residential infrastructure is $1,500,000. Based on the surveyor estimate, total cost for the houses built in medium sized blocks is doubled the total cost for the small sized blocks. Total cost for the houses built in large sized blocks is $250,000 more than the total cost for the houses built in medium sized blocks. 2) Declare a suitable variable and write an equation and solve it to find the budget allocation for each area. a. What is the ratio of estimated total costs for houses of small sized blocks, medium sized blocks, and large sized blocks? b. Develop three linear equations to represent the relationship between the budget (y) and the number of houses (x) of each block sizes. c. Assume that you created three separate linear graphs based on the equations developed in (b). Find gradients of each of them and explain its significance in terms of budget distribution.
Chapter5: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 22PS: In a classroom designed for 30 students, the air conditioning system can move 450 cubic feet of air...
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Question
Ensure to show your steps of calculations, formula and provide clear
explanations for each part of the problem.
![The total budget allocation for Residential infrastructure is $1,500,000. Based on the
surveyor estimate, total cost for the houses built in medium sized blocks is doubled the total
cost for the small sized blocks. Total cost for the houses built in large sized blocks is $250,000
more than the total cost for the houses built in medium sized blocks.
2) Declare a suitable variable and write an equation and solve it to find the budget
allocation for each area.
a. What is the ratio of estimated total costs for houses of small sized blocks,
medium sized blocks, and large sized blocks?
b. Develop three linear equations to represent the relationship between the
budget (y) and the number of houses (x) of each block sizes.
c. Assume that you created three separate linear graphs based on the equations
developed in (b). Find gradients of each of them and explain its significance in
terms of budget distribution.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe39f55b4-d255-4931-ba08-06b9a66e568d%2Fae5e0a61-08df-4371-926a-680b55d6bad1%2Fzu9shm_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The total budget allocation for Residential infrastructure is $1,500,000. Based on the
surveyor estimate, total cost for the houses built in medium sized blocks is doubled the total
cost for the small sized blocks. Total cost for the houses built in large sized blocks is $250,000
more than the total cost for the houses built in medium sized blocks.
2) Declare a suitable variable and write an equation and solve it to find the budget
allocation for each area.
a. What is the ratio of estimated total costs for houses of small sized blocks,
medium sized blocks, and large sized blocks?
b. Develop three linear equations to represent the relationship between the
budget (y) and the number of houses (x) of each block sizes.
c. Assume that you created three separate linear graphs based on the equations
developed in (b). Find gradients of each of them and explain its significance in
terms of budget distribution.
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