three charges +2q , -q,-q are locared at vertices of an equlilateral triangle at the centre of triangle -
ans is the field is non zero but potential is zero.
how?
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________________________
Let an equilateral triangle ABC
at A charge is +2q
" " B" " " " " " " " -q
"" " C " " " " " " " -q
We know potential = V = Kq/ r
so let distance center from all points be r
so
V(A) = K 2q / r
V(B) = - K q /r
V(C) = - K q / r
now taking net at center
V = Va + Vb + Vc
V = K / r ( 2q - q - q )
V = K / r ( 2q - 2q )
V = K / r ( 0 )
V = 0
HOPE HELPED
#@®¥@n#
;-)
HERE IS UR ANSWER.
________________________
Let an equilateral triangle ABC
at A charge is +2q
" " B" " " " " " " " -q
"" " C " " " " " " " -q
We know potential = V = Kq/ r
so let distance center from all points be r
so
V(A) = K 2q / r
V(B) = - K q /r
V(C) = - K q / r
now taking net at center
V = Va + Vb + Vc
V = K / r ( 2q - q - q )
V = K / r ( 2q - 2q )
V = K / r ( 0 )
V = 0
HOPE HELPED
#@®¥@n#
;-)
AmritaNarang:
and how is field non zero???
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