How do you find the complex conjugate of number #-1 + 2sqrt2i#?

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Mar 8, 2018

Answer:

Complex conjugate of #-1+2sqrt2i# is #-1-2sqrt2i#

Explanation:

Complex conjugate of any complexnumber #a+bi# is #a-bi#. In facct they are conjugate off each other. This means the sign of imaginary part changes from plus to minus or minus to plus.

Hence, complex conjugate of #-1+2sqrt2i# is #-1-2sqrt2i#

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