Problem 3. with their central axes along the x-axis • Ring I has a radius R, 5 cm and a charge Q, -3 pc uniformly distributed over the ring • Ring 2 has a radius R, 5 cm and linear charge density A2 = 71 pc/m •The rings are separated by a distance d. 29 cm R₁ Ring 1 y [cm] OE, - The figure shows two rings 1.. The magnitude of the electric field created by ring 1 at point A can be calculated by: CE,- M CE, - 0₂ x [cm] Ring 2 (9x 10)-(3-10-12) (5-10-2) ((5-10-2)+(5-10-²)²) ¹. (9x 10)-(3-10-¹2)-(5-10-2) ((5-10-2)2+(5-10-2)²).s (9x 10)-(3-10-12)-(5) ((5)²+(5)²)1.5 2.1 The value of the magnitude of the electric field created by ring 1 at point A is

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Problem 3.
The figure shows two rings
with their central axes along the x-axis
Ring I has a radius R, 5 cm and a charge Q,
-3 pc uniformly distributed over the ring
• Ring 2 has a radius R₂5 cm and linear
charge density = 71 pC/m.
•The rings are separated by a distance d. 29
cm
R₁
Ring 1
y [cm]
OE, -
1..
The magnitude of the electric
field created by ring 1 at point A can be calculated
by:
OE,=
CE, (9x 10)-(3-10-¹2) (5-10-2)
((5-10-2)2+(5-10-2)²)0.5
(9x 10) (3-10-12).(5)
((5)²+(5)²)¹.5
3.818
R₁
(9x 10) (3-10-12) (5-10-2)
((5-10-2)+(5-10-2)²)¹.0
21
The value of the magnitude of the
electric field created by ring 1 at point A is
E₁-
[N/C)
| What is the direction of the electric
ORight
Left
Cup
Odown
Ring 2
3.
field created by ring I at point A?
3.818
41
point A is:
2₁ =
OE₂ =
OE₂F
x [cm]
10 Ĵ [N/C)
5 (4 points) Calculate the total charge of ring 2 in
Coulombs.
Q: "
The electric field created by ring 1 at
tr
6. [3
The magnitude of the electric
field created by ring 2 at point A can be calculated
by
OE₂-
(9×10%) (2.23× 10-¹¹)-(0.24)
((0.24)2+(5-10-2)²) ¹.5
(9x 10°) (2.23x 10-¹¹) (0.24)
((0.24)+(5-10-2)³)0.5
(9x 10) (2.23x10-¹¹) (0.24)
((0.24)² + (5)²).s
7.1
If the magnitude of the electric field
created by ring 2 at point A is equal to E
3.27 x 10-12 [N/C], find the electric field vector
created by the ring 2 at point A
Ĺ; =
i.
Ĵ[N/C]
Please answer all parts of the question
Transcribed Image Text:Problem 3. The figure shows two rings with their central axes along the x-axis Ring I has a radius R, 5 cm and a charge Q, -3 pc uniformly distributed over the ring • Ring 2 has a radius R₂5 cm and linear charge density = 71 pC/m. •The rings are separated by a distance d. 29 cm R₁ Ring 1 y [cm] OE, - 1.. The magnitude of the electric field created by ring 1 at point A can be calculated by: OE,= CE, (9x 10)-(3-10-¹2) (5-10-2) ((5-10-2)2+(5-10-2)²)0.5 (9x 10) (3-10-12).(5) ((5)²+(5)²)¹.5 3.818 R₁ (9x 10) (3-10-12) (5-10-2) ((5-10-2)+(5-10-2)²)¹.0 21 The value of the magnitude of the electric field created by ring 1 at point A is E₁- [N/C) | What is the direction of the electric ORight Left Cup Odown Ring 2 3. field created by ring I at point A? 3.818 41 point A is: 2₁ = OE₂ = OE₂F x [cm] 10 Ĵ [N/C) 5 (4 points) Calculate the total charge of ring 2 in Coulombs. Q: " The electric field created by ring 1 at tr 6. [3 The magnitude of the electric field created by ring 2 at point A can be calculated by OE₂- (9×10%) (2.23× 10-¹¹)-(0.24) ((0.24)2+(5-10-2)²) ¹.5 (9x 10°) (2.23x 10-¹¹) (0.24) ((0.24)+(5-10-2)³)0.5 (9x 10) (2.23x10-¹¹) (0.24) ((0.24)² + (5)²).s 7.1 If the magnitude of the electric field created by ring 2 at point A is equal to E 3.27 x 10-12 [N/C], find the electric field vector created by the ring 2 at point A Ĺ; = i. Ĵ[N/C] Please answer all parts of the question
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