Question
What is the conjugate of the binomial 8^1/2−17x
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Answers
GPT-4o mini
The conjugate of a binomial expression is obtained by changing the sign of the second term. For the binomial \( 8^{1/2} - 17x \), the conjugate would be:
\[
8^{1/2} + 17x
\]
So, the conjugate of \( 8^{1/2} - 17x \) is \( 8^{1/2} + 17x \).
\[
8^{1/2} + 17x
\]
So, the conjugate of \( 8^{1/2} - 17x \) is \( 8^{1/2} + 17x \).