For the following two problems, write a system of linear equations that determines the loop currents. You don't need to reduce the matrix. You can reduce it if you want but it will take forever. 1. 4Ω 1Ω 1Ω 3Ω I2 I 3 ww www 4Ω 1Ω 30 V 1Ω . 30 V 20 V

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Questions 1 and 2 are to be answered as they are involved in the same question. Please answer both.

For the following two problems, write a system of linear equations that determines the loop currents.
You don't need to reduce the matrix. You can reduce it if you want but it will take forever.
1.
4Ω
1Ω
1Ω
m
www
m
30 V
I₁
I2
I3
m
m
www
4Ω
12
1Ω
2. In a certain Region, about 7% of a city's population moves to the surrounding suburbs each year, and
about 5% of the suburban population moves into the city. In 2010, there were 800,000 residents in the
city and 500,000 in the suburbs. Set up a difference equation that describes this situation, where co is
the initial population in 2010. Then estimate the populations in the city and in the suburbs two years
later, in 2012.
m
3Ω
30 V
20 V
Transcribed Image Text:For the following two problems, write a system of linear equations that determines the loop currents. You don't need to reduce the matrix. You can reduce it if you want but it will take forever. 1. 4Ω 1Ω 1Ω m www m 30 V I₁ I2 I3 m m www 4Ω 12 1Ω 2. In a certain Region, about 7% of a city's population moves to the surrounding suburbs each year, and about 5% of the suburban population moves into the city. In 2010, there were 800,000 residents in the city and 500,000 in the suburbs. Set up a difference equation that describes this situation, where co is the initial population in 2010. Then estimate the populations in the city and in the suburbs two years later, in 2012. m 3Ω 30 V 20 V
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