Find the conjugates of the following complex number: `4-5i`

Explanation

To find the conjugate of the complex number \(4 - 5i\), we follow these steps:

### Step 1: Identify the complex number
The given complex number is \(z = 4 - 5i\), where \(a = 4\) (the real part) and \(b = -5\) (the imaginary part).

### Step 2: Recall the definition of the conjugate
The conjugate of a complex number \(z = a + bi\) is denoted as \(\overline{z}\) and is given by:
\[
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