The number $a+\sqrt{b}$ and its radical conjugate have a sum of $-4$ and a product of $1$. Find $a+b$.
Question:
The number $a+\sqrt{b}$ and its radical conjugate have a sum of $-4$ and a product of $1$. Find $a+b$.
Answer:
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The number $a+\sqrt{b}$ and its radical conjugate have a sum of $-4$ and a product of $1$. Find $a+b$.
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