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What is Finding Purely Imaginary Complex z about?

1) The complex numbers z and w are found to be z = 1 + 2i and w = -2 + 3i. 2) The modulus of z is found to be 2 and the modulus of w is found to be 5. 3) When u and v are both real, the values are found to be u = -2 and v = -5/2. When u is a complex number and v is its conjugate, the values are found to be u = 1 - 2i and v = 1 + 2i.

Author

Pavitra

Language

EN