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MathsJEE Main 2 Apr 2026, Shift 1·Q2·MCQ·Easy–moderate

Complex Numbers · Equality of complex numbers

Let xx and yy be real numbers such that 50(2x1+3i−y1−2i)=31+17i,i=−1.50\left(\dfrac{2x}{1+3i} - \dfrac{y}{1-2i}\right) = 31 + 17i,\quad i = \sqrt{-1}. Then the value of 10(x−3y)10(x - 3y) is:
  1. (1)20
  2. (2)31
  3. (3)35
  4. (4)75
We corrected a printing error in the original paper

Source printed “Let xx and yy be real number”.

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