Question

parts of complex numbers google classroom microsoft teams z = -60 - 12i re(z) = im(z) =

Explanation:

Step1: Recall complex number form

A complex number is in the form \( z = a + bi \), where \( \text{Re}(z)=a \) (real part) and \( \text{Im}(z)=b \) (imaginary part, coefficient of \( i \)).

Step2: Identify real part

For \( z = -60 - 12i \), the real part \( \text{Re}(z) \) is the term without \( i \), so \( \text{Re}(z)= -60 \).

Step3: Identify imaginary part

The imaginary part \( \text{Im}(z) \) is the coefficient of \( i \), so \( \text{Im}(z)= -12 \).

Answer:

\(\text{Re}(z) = -60\), \(\text{Im}(z) = -12\)