simplify. \n\\frac{1}{-2i} \nwrite your answer in the form a + bi. reduce all fractions.

simplify. \n\\frac{1}{-2i} \nwrite your answer in the form a + bi. reduce all fractions.

simplify. \n\\frac{1}{-2i} \nwrite your answer in the form a + bi. reduce all fractions.

Answer

Explanation:

Step1: Multiply numerator and denominator by (i)

$$\frac{1\times i}{-2i\times i}$$

Step2: Simplify using (i^2 = - 1)

Since (i\times i=i^{2}=-1), we have (\frac{i}{-2\times(-1)}=\frac{i}{2})

Answer:

(0+\frac{1}{2}i)