4mA ↑ Ⓒ ins lka ka 12 222mA m 4A) A lkn = I₂ Eselivered 00 -47 V₁=0.20 10 -112V/₂=16.4V 2 O O 03-2-4 V₁=16V @ -1 mA + V₂ - V₁ + L-2 -1 -2 5/2 √√√4=441 Ik V₁= V₁ = 1.6V (√₂ = @Made Abralysis ⒸY₁+ V₁ - V₁₂+ 4m = 0 TL TE ZIV₁-V₁=-4mA 2ka IMA 4 kak @-4m+V₂-V₁-2m=0 2.k 12V/₂-1k V₂ = 12 m 32m + V₂-V₁ + V₂ =0 16 2k 3kV₂-2V/4= -4m. + 1₂ 3¹ Vo ه - ولا ولا خلا ولا Ik -2kV₁- IKV₂-2V₂ +5V₂ = 2m 2k b) kop Analysis Ⓒlk (1-4) + x + lk (1₂) = 0 2k1₂-4V+x=0 ⒸIKCT+2m) + 2k (Tu)-X-0 32 14 +2V-X=6 2ks +3k 14-2V=0 2k1₂ + 6V +3kIs-2V=0 5kI3=-4V 51 5k Is=-0.2mA 14-1= Im 14 = m + 13 I4 = 1m+-0. 14 = 0.8m V.-IR. = 0.8m (2k) = 1.6V
4mA ↑ Ⓒ ins lka ka 12 222mA m 4A) A lkn = I₂ Eselivered 00 -47 V₁=0.20 10 -112V/₂=16.4V 2 O O 03-2-4 V₁=16V @ -1 mA + V₂ - V₁ + L-2 -1 -2 5/2 √√√4=441 Ik V₁= V₁ = 1.6V (√₂ = @Made Abralysis ⒸY₁+ V₁ - V₁₂+ 4m = 0 TL TE ZIV₁-V₁=-4mA 2ka IMA 4 kak @-4m+V₂-V₁-2m=0 2.k 12V/₂-1k V₂ = 12 m 32m + V₂-V₁ + V₂ =0 16 2k 3kV₂-2V/4= -4m. + 1₂ 3¹ Vo ه - ولا ولا خلا ولا Ik -2kV₁- IKV₂-2V₂ +5V₂ = 2m 2k b) kop Analysis Ⓒlk (1-4) + x + lk (1₂) = 0 2k1₂-4V+x=0 ⒸIKCT+2m) + 2k (Tu)-X-0 32 14 +2V-X=6 2ks +3k 14-2V=0 2k1₂ + 6V +3kIs-2V=0 5kI3=-4V 51 5k Is=-0.2mA 14-1= Im 14 = m + 13 I4 = 1m+-0. 14 = 0.8m V.-IR. = 0.8m (2k) = 1.6V
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
Related questions
Question
how do i verify my answer for V0 using tellegens theoerm?
![1.
4 mA (↑)
it a m
Ika
Ika
{ILA
NOOT
4MA
lkn ² Is
2k22mA
Edelivered
+w
00-11-47 V₁=0.21
1
O
12 V₂=16.4V
0 3-2-4 V₁-1.6V @ 1mA + V₂ - V₁ + V₁ V₂₁ V₂ V₂ = 0
L-2 -1 -2 5 2 √√√4=441
Ik
Ik
2k
-2kV₁- IKV₂-2V₂ +5V4 = 2m
V₁= V₁ = 1.6V
OF
(2A) Ⓒ
2ka
a Mode Analysis
S
2kak
ⒸV₁ + V₁ - V₁ + 4m = 0
IL
+ @ -4m + V₂-V₁-2m=0
2.k
12V/₂-1k V₁ = 12 m
IL
2LV₁-V₁-4mA
€
+
32k Vo
2m + V₂ Vy+ V₂ = 0
12 2k
3KV₂-2V4 = -4m
b) keep Analysis
Ⓒlk (1-4)+x+ lk (1₂) = 0
2k1₂-4V+x=0
Ⓒlk (T+ + 2m) + 2k (Tu) - X=0
32 +2V-X=6
2k13 +3k 14-2V=O
2k1s+ 6V+3k]s=2V=0
5kI3 = -4V
5k
5k
1₂=-0.2mA
14-1= Im
14 = m + 13
I4 = 1m+-0.2m
I4 = 0.8m
V. Luk.
= 0.8m (2k)
= 1.6V](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2aa2ef27-641d-4ebe-ae8b-e770b1d9f0f2%2F0f18f737-306e-4aff-b951-c8ca9931fc03%2Fifgi4eq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1.
4 mA (↑)
it a m
Ika
Ika
{ILA
NOOT
4MA
lkn ² Is
2k22mA
Edelivered
+w
00-11-47 V₁=0.21
1
O
12 V₂=16.4V
0 3-2-4 V₁-1.6V @ 1mA + V₂ - V₁ + V₁ V₂₁ V₂ V₂ = 0
L-2 -1 -2 5 2 √√√4=441
Ik
Ik
2k
-2kV₁- IKV₂-2V₂ +5V4 = 2m
V₁= V₁ = 1.6V
OF
(2A) Ⓒ
2ka
a Mode Analysis
S
2kak
ⒸV₁ + V₁ - V₁ + 4m = 0
IL
+ @ -4m + V₂-V₁-2m=0
2.k
12V/₂-1k V₁ = 12 m
IL
2LV₁-V₁-4mA
€
+
32k Vo
2m + V₂ Vy+ V₂ = 0
12 2k
3KV₂-2V4 = -4m
b) keep Analysis
Ⓒlk (1-4)+x+ lk (1₂) = 0
2k1₂-4V+x=0
Ⓒlk (T+ + 2m) + 2k (Tu) - X=0
32 +2V-X=6
2k13 +3k 14-2V=O
2k1s+ 6V+3k]s=2V=0
5kI3 = -4V
5k
5k
1₂=-0.2mA
14-1= Im
14 = m + 13
I4 = 1m+-0.2m
I4 = 0.8m
V. Luk.
= 0.8m (2k)
= 1.6V
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