b) Compute the transfer matrix of the network in figure. iz iz R2 V3 L--

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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a) Find the general flow pattern
of network shown in figure. Assuming
that all flows are non-negative, what is
largest possible value for x3. where n is
last digit of your arid number. If your
arid id is 19-Arid-1121 then n=1.
20 +
n+1
X4
80
X2
n+2
b) Compute the transfer matrix
of the network in figure.
iz
iz iz
R,
V3
R3
Гп + 5
11
Write y as sum of two orthogonal
vectors, one is Span{u} and one
orthogonal to u. where n is last digit
of your arid number. If your arid
c) Let y = \n + 4]
n
| and u =
In -
number is 19-Arid-1121 then take
value of n=1.
Transcribed Image Text:a) Find the general flow pattern of network shown in figure. Assuming that all flows are non-negative, what is largest possible value for x3. where n is last digit of your arid number. If your arid id is 19-Arid-1121 then n=1. 20 + n+1 X4 80 X2 n+2 b) Compute the transfer matrix of the network in figure. iz iz iz R, V3 R3 Гп + 5 11 Write y as sum of two orthogonal vectors, one is Span{u} and one orthogonal to u. where n is last digit of your arid number. If your arid c) Let y = \n + 4] n | and u = In - number is 19-Arid-1121 then take value of n=1.
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