This is my work but I obviously did it wrong 0.011738.What is the power dissipation through the following resistors: R₁, R7, and R₁3. See the figure below.Note the following values: E = 8 V, R₁ = 15 22, R₂ = 13 Q, R₂ = 11 Q, R₂ = 27 22, R₂ = 1922, R = 20 2,R₁ = 30 Q, R = 15 22, R, = 20 22, R₁0 = 34 22, R₁1 = 152, R₁2 = 24 , R₁3 = 36 , R₁4 = 18@R₁ 27R5 190.106 TI₂². R₁ = (0+7471²x 19 =I₂². R₂₁ = (121) ² x 30 = (0.439 J12. R₁3 = (0₁095) ² x 36 = 10.327 JR6 20I'SV=IR ~ I =81ε-R1452242452વર્કa. 09516115.12R₁247.15R₂13-2R1336-2R358.3611145 369R1224-2✓R₁²15NRsZ20-2RgX 7.15R10 34-1142/84 = = 0.016R11 15= 121198 = 0.095 x 15 =1142841.42/19=01074I know.these areneed to wor.wrong, butI don't remember back to findCurrent an earWhat to do

Answered: Image /qna-images/answer/c98ffa39-5048-43f0-b094-284ed4f98179.jpg

= 0.01173 8. What is the power dissipation through the following resistors: R₁, R₁, and R₁3. See the figure below. Note the following values: E = 8 V, R₁ = 15 22, R₂ = 13 Q2, R₂ = 11 Q, R = 27 Q, R, = 19 922, R = 20 2, R₂ = 30 £2, Rg = 15 Q, R, = 2022, R₁0 = 34 Q2, R₁₁ = 152, R₁2 = 24 92, R₁3 = 36 22, R₁4 = 18 9 Ω. $10 11 @R₁ 27 R5 19 =/0.106 T I.². Rs= (0.747²x 19 = I₂². R₁ = (121) 2x 30 = 0.439 J ². R$ 20 Is2. Ris = 0,0952x3603275 V=IR ~ I = 81 E R14. 15.12 R₁ 0.095 R₂13-L R33 R13 36-2 111 R12 24-2 15 R7 Rs 20-2 Rg R10 34- = 0.095 *15=1142 R₁115284 = 0.095 1.42/19=01074

= 0.01173 8. What is the power dissipation through the following resistors: R₁, R₁, and R₁3. See the figure below. Note the following values: E = 8 V, R₁ = 15 22, R₂ = 13 Q2, R₂ = 11 Q, R = 27 Q, R, = 19 922, R = 20 2, R₂ = 30 £2, Rg = 15 Q, R, = 2022, R₁0 = 34 Q2, R₁₁ = 152, R₁2 = 24 92, R₁3 = 36 22, R₁4 = 18 9 Ω. $10 11 @R₁ 27 R5 19 =/0.106 T I.². Rs= (0.747²x 19 = I₂². R₁ = (121) 2x 30 = 0.439 J ². R$ 20 Is2. Ris = 0,0952x3603275 V=IR ~ I = 81 E R14. 15.12 R₁ 0.095 R₂13-L R33 R13 36-2 111 R12 24-2 15 R7 Rs 20-2 Rg R10 34- = 0.095 *15=1142 R₁115284 = 0.095 1.42/19=01074

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Question

This is my work but I obviously did it wrong

0.01173
8.
What is the power dissipation through the following resistors: R₁, R7, and R₁3. See the figure below.
Note the following values: E = 8 V, R₁ = 15 22, R₂ = 13 Q, R₂ = 11 Q, R₂ = 27 22, R₂ = 1922, R = 20 2,
R₁ = 30 Q, R = 15 22, R, = 20 22, R₁0 = 34 22, R₁1 = 152, R₁2 = 24 , R₁3 = 36 , R₁4 = 18
@R₁ 27
R5 19
0.106 T
I₂². R₁ = (0+7471²x 19 =
I₂². R₂₁ = (121) ² x 30 = (0.439 J
12. R₁3 = (0₁095) ² x 36 = 10.327 J
R6 20
I'S
V=IR ~ I =
81
ε-
R14
52
24
24
52
વર્ક
a. 095
161
15.12
R₁
24
7.15
R₂13-2
R13
36-2
R3
58.36
111
45 369
R12
24-2
✓
R₁²
15
N
RsZ
20-2
Rg
X 7.15
R10 34-
1142/84 = = 0.016
R11 15
= 121
19
8 = 0.095 x 15 =1142
84
1.42/19=01074
I know.
these are
need to wor.
wrong, but
I don't remember back to find
Current an ear
What to do

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