AI tutor
Welcome to Bytelearn!
Let’s check out your problem:
find the argument of
Full solution
Q. find the argument of
- Identify parts of : Identify the real and imaginary parts of .Real part: Imaginary part:
- Calculate argument of z: Calculate the argument of , which is the angle in the polar form of the complex number.\theta = \arctan\left(\frac{\text{Imaginary part}}{\text{Real part}}\right) = \arctan\left(\frac{\(-64\)}{\(-4\)}\right)
- Simplify fraction for arctan: Simplify the fraction inside the arctan function. \(\arctan\left(\frac{-64}{-4}\right) = \arctan(16)
- Use calculator to find value: Use a calculator to find the value of . radians
