JEE Main Mathematics question
Let be a complex number satisfying such that is minimum. Then is equal to
Answer: (A)
Solution
The region is the disc of radius centred at ; the least argument occurs at the tangent from the origin on the right side. The tangent length is and the angle with the imaginary axis
See the full step-by-step solution
Create a free account to read the complete working, and practise questions like this in a timed test.
Create a free account