
Let is an equilateral triangle of side and is the midpoint of . Charges of bs are placed at respectively. Find the force on a charge placed at . (Give your answer in S.I. unit).
Answer
414.9k+ views
Hint:To solve this question firstly we will draw the figure and simplify the forces on . We will calculate the net electric field along the x-axis and then net field of point , after net force acting on the point charger of .
Formula used:
Where, is the electric field strength, is the electrostatic constant, is the charge, is the distance to the charge creating the field and is the force.
Complete step by step answer:
Now, we will calculate net field along -axis at point
Given that,
Now electric field at
Now, electric field at is
Now,electric field at is
So,
Now,
So, net electric field at
So, net force acting on point charge of is Given By
Hence, the net force acting on is .
Note:While simplifying the forces don’t make mistakes in angles go step by step calculation to avoid mistakes. The repulsive or attractive interaction between any two charged bodies is called an electric force. Similar to any force, its impact and effects on the given body are described by Newton's laws of motion.
Formula used:
Where,
Complete step by step answer:

Now, we will calculate net field along -axis at point
Given that,
Now electric field at
Now, electric field at
Now,electric field at
So,
Now,
So, net electric field at
So, net force acting on point charge of
Hence, the net force acting on
Note:While simplifying the forces don’t make mistakes in angles go step by step calculation to avoid mistakes. The repulsive or attractive interaction between any two charged bodies is called an electric force. Similar to any force, its impact and effects on the given body are described by Newton's laws of motion.
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