Pregunta
Explain why the terms of the poynomial \( y^{2}+7 \) are said to be relaseld/ prime. Choose the correct answer below A. The two terms of the polynomial share no common factors other than 1. B. The numbers 7 and 1 are prime numbers. C. The two terms of the pol)nomial share common factors only when y is a mutipie of 7 . D. The terms 7 and \( y^{2} \) are prime numbers.
Ask by Estrada Daniel. in the United States
Mar 11,2025
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The two terms of the polynomial \( y^{2} + 7 \) share no common factors other than 1.
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A. The two terms of the polynomial share no common factors other than 1. C. If we think about \( y^{2} \) and 7, the only way they could share a common factor is if \( y \) were a multiple of 7. In all other cases, they remain unrelated in terms of factors. So while \( y \) may take on various values, the fundamental prime nature of the terms persists!

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