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61. An electr...

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61. An electric field exists in space as E=2+3j+0k. Find potential difference Va-Vb between points A(2,2,0) and B(1,1,0)

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Q. An electric field exists in space as

\to E = 2 \to i + 3 \to j + 0 \to k

. Find the potential difference

(V_{A} - V_{B})

A (2, 2, 0)

B (1, 1, 0)

Q. Assume that an electric field

¯ E = 30 x^{2} ˆ i

exists in space. Then the potential difference

V_{A} - V_{O}

V_{O}

is the potential at the origin and

V_{A}

the potential at

x = 2

Q. Assume that an electric field

\to E = 30 x^{2}^i

exists in space. Then the potential difference

V_{A} - V_{0}

V_{0}

is the potential at the origin and

V_{A}

the potential at

x = 2 m

Q. In uniform electric field

E = 10 N/C

as shown in figure. The potential difference,

V_{A} - V_{B}

V_{B} - V_{C}

Q. An electric field of

20 N C^{- 1}

exists along the x-axis in space. Calculate the potential difference

V_{B} - V_{A}

where the points A and B are given by,
(a)

A = (0, 0); B = (4 m, 2 m)

A = (4 m, 2 m); B = (6 m, 5 m)

A = (0, 0); B = (6 m, 5 m)

.
Do you find any relation between the answers of parts (a), (b) and (c)?

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