Posted by **Josh** on Tuesday, September 2, 2014 at 5:42pm.

Furniture Assembly: At the beginning of your 8 hour shift, there were 42 units of furniture that needed assembled. The number of units N that still need to be assembled during your shift can be modeled by n(t)=-3t +42 where t is the time in hours...

1. Graph the model

2. What is a reasonable domain and range of the model?

3. How many units still need to be assembled after you have worked 5 hours of your shift?

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- Stats - -------------------------------------------------------------------------------- • Give a table extrapolating potential capacity using 1,000 households as a standard unit. o Using 3 hour window as the measurement tool o Using 7 hour window as the measurement tool o Include a column on number of buses need to cover the City (if it were broken into 1,000 household units) 3 hours vs. 7 hours o Include a column on number of staff needed (I would assume a 10 man team per bus including 1 driver, 2 navigators, 1 ham, 6 runners) 3 hours vs. 7 hours o Include number of police escorts needed as well. This number should match the number of buses used o Assuming a 7 hour run would be one shift could you create another table that has covering the City with (2) 7 hour shifts. Info Provided: Single Family Population—174,777 Multi family population—49,379 Single family household units—59,814 Multifamily household units—18,754

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