The equation of the circle passing through and having center is
Explanation for the correct option:
Finding the equation of the circle:
Given that the circle passes through a point having center ,
The general equation of the circle is where the centre is .
By comparing with the given center we get,
Substituting the values we get the equation of the circle as
Since the circle passes through , substituting the values of as in the above equation we get
Therefore, the equation of the circle will be
Hence, option (B) is the correct answer.