03. ELECTRIC FIELD
Electric Charges and Fields

272168 In the figure the electric lines on the right have twice the separation of those on the left. If a charge particle takes time $t$ to move a distance $x$ in left region, then it will take time to travel the same distance in the right side region is:

1 $\frac{t}{2}$
2 t
3 $\sqrt{2}t$
4 $2t$
Electric Charges and Fields

272169 Point charge $q$ moves from point $P$ to point $S$ along the path $PQRS$ (as shown in fig.) in a uniform electric field E pointing co-parallel to the positive direction of $X$-axis. The coordinates of the points $P,Q,R$ and $S$ are $\left( a,b,0 \right)$, $\left( 2a,0,0 \right),\left( a,-b,0 \right)$ and $(0,0$, $0)$ respectively.

The workdone by the field in the above case is given by the expression

1 $qEA$
2 $-Qea$
3 $qEA\sqrt{2}$
4 $qE\sqrt{\left[ {{(2a)}^{2}}+{{b}^{2}} \right]}$
Electric Charges and Fields

272168 In the figure the electric lines on the right have twice the separation of those on the left. If a charge particle takes time $t$ to move a distance $x$ in left region, then it will take time to travel the same distance in the right side region is:

1 $\frac{t}{2}$
2 t
3 $\sqrt{2}t$
4 $2t$
Electric Charges and Fields

272169 Point charge $q$ moves from point $P$ to point $S$ along the path $PQRS$ (as shown in fig.) in a uniform electric field E pointing co-parallel to the positive direction of $X$-axis. The coordinates of the points $P,Q,R$ and $S$ are $\left( a,b,0 \right)$, $\left( 2a,0,0 \right),\left( a,-b,0 \right)$ and $(0,0$, $0)$ respectively.

The workdone by the field in the above case is given by the expression

1 $qEA$
2 $-Qea$
3 $qEA\sqrt{2}$
4 $qE\sqrt{\left[ {{(2a)}^{2}}+{{b}^{2}} \right]}$
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