Question

find the complex conjugate of the given number. 6 - 8i write your answer in the form a + bi.

Explanation:

Step1: Recall conjugate rule

For a complex number \(a + bi\), its conjugate is \(a - bi\). Here the given complex number is \(6-8i\) where \(a = 6\) and \(b=- 8\).

Step2: Find the conjugate

Change the sign of the imaginary - part. The conjugate of \(6 - 8i\) is \(6+8i\).

Answer:

\(6 + 8i\)