Q. No. 4 You are given the system of ODES for the two currents flowing the connected circuits I{ = 311–212 and I = 413 – 7I, along with initial values I1 (0) = 2 and I2(0) = 1. Using one step of Euler's method, what is the approximate solution at t = 0.1? 1. Г (0.1) — 4, I2(0.1) — — 10 2. П (0.1) 3 6, I2(0.1) — —9 3. 1 (0.1) = 2.4, I(0.1) = 0 4. None of the above

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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Q. No. 4
You are given the system of ODES for the two currents flowing the connected circuits I{ = 311–2I2
and I = 413 – 7I, along with initial values I1 (0) = 2 and I,(0) = 1. Using one step of Euler's
method, what is the approximate solution at t = 0.1?
1. Г (0.1) — 4, I2(0.1) — — 10
2. П (0.1) 3 6, I2(0.1) — —9
3. 1 (0.1) = 2.4, I(0.1) = 0
4. None of the above
Transcribed Image Text:Q. No. 4 You are given the system of ODES for the two currents flowing the connected circuits I{ = 311–2I2 and I = 413 – 7I, along with initial values I1 (0) = 2 and I,(0) = 1. Using one step of Euler's method, what is the approximate solution at t = 0.1? 1. Г (0.1) — 4, I2(0.1) — — 10 2. П (0.1) 3 6, I2(0.1) — —9 3. 1 (0.1) = 2.4, I(0.1) = 0 4. None of the above
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