A positive charge enters in the region of transverse magnetic field as shown in figure. Velocity of charge is in such a way that charge passes through both inward and outward magnetic field regions, then possibly correct path of the charge is

Question

A positive charge enters in the region of transverse magnetic field as shown in figure. Velocity of charge is in such a way that charge passes through both inward and outward magnetic field regions, then possibly correct path of the charge is Question

(A)

(B)

(C)

(D)

Tardigrade Admin · Accepted Answer

When it enters in first region then overset arrow F=q( overset arrow v × overset arrow B) +ve( overset arrow v × overset arrow B) Direction of overset arrow F will be as shown in figure. <img class="img-fluid question-image" alt="Solution" src="https://cdn.tardigrade.in/q/nta/p-ci0venedyk3jtx2k.jpg" />

Q. A positive charge enters in the region of transverse magnetic field as shown in figure. Velocity of charge is in such a way that charge passes through both inward and outward magnetic field regions, then possibly correct path of the charge is

When it enters in first region then
$F \to = q (v \to \times B \to)$
$+ v e (v \to \times B \to)$
Direction of $F \to$ will be as shown in figure.

Q. A positive charge enters in the region of transverse magnetic field as shown in figure. Velocity of charge is in such a way that charge passes through both inward and outward magnetic field regions, then possibly correct path of the charge is

When it enters in first region then F→=q(v→×B→) +ve(v→×B→) Direction of F→ will be as shown in figure.

When it enters in first region then
$F \to = q (v \to \times B \to)$
$+ v e (v \to \times B \to)$
Direction of $F \to$ will be as shown in figure.