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what is the conjugate of 7j
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Here is the definition of conjugate: In algebra, a conjugate is a binomial formed by negating the second term of a binomial. The conjugate of x + y is x − y, where x and y are real numbers. Hopefully this helps you for your question.
my guess is that \(j=\sqrt{-1}\) if so, then the conjugate of \(7j\) is \(-7j\)
Thank you, I do know that but it says I have to answer in a+bj format. Im not sure how to write that.
\(0-7j\) if you want to be silly and write in the format it asked for
I believe that it means to do the inverse of what is required. Meaning to do the inverse operation.
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Thank you guys, it just seems a little bit of a strange question
No problem!
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