Two current-carrying loops are in the plane of the computer screen, with the cur
ID: 2199400 • Letter: T
Question
Two current-carrying loops are in the plane of the computer screen, with the current in the left loop clockwise, and the current in the right loop counter-clockwise and twice as large as current in the left loop.
What is the direction of the total magnetic field at the point marked by an X, halfway between the two loops?
Right, the the plane of the screen.
Right and Up, in the plane of the screen.
Up, in the plane of the screen
Left and Up, in the plane of the screen
Left, in the plane of the screen
Left and Down, in the plane of the screen
Down, in the plane of the screen
Right and Down, in the plane of the screen
Into the plane of the screen
Out of the plane of the screen
Clockwise, in the plane of the screen
Counter Clockwise, in the plane of the screen
Zero. There is no direction because the quantity in the question has zero magnitude.
A)Right, the the plane of the screen.
B)Right and Up, in the plane of the screen.
C)Up, in the plane of the screen
D)Left and Up, in the plane of the screen
E)Left, in the plane of the screen
F)Left and Down, in the plane of the screen
G)Down, in the plane of the screen
H)Right and Down, in the plane of the screen
I)Into the plane of the screen
J)Out of the plane of the screen
K)Clockwise, in the plane of the screen
L)Counter Clockwise, in the plane of the screen
M)Zero. There is no direction because the quantity in the question has zero magnitude.
Explanation / Answer
I> into the plane. as the field due to 2A current is stronger and it is inside the plane of screen
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