Answer:
(2)
Explanation:
2(2x-1) = 5x²
expand
4x - 2 = 5x²
subtract (4x-2) from both sides to make it a quadratic equation
5x² -4x + 2 = 0
plug into the quadratic formula
ax² + bx + c

thus, the coefficient attached to i is +- √6/5, making (2) our answer
(1) is not the answer because our answer would then be
a + bi = 2/5 + √6/5 * i * i = 2/5 - √6/5, which isn't our answer