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Recall the quadratic equation ax2​ ​+ bx + c = 0. Prove that there does not...

Recall the quadratic equation ax2​ ​+ bx + c = 0. Prove that there does not exist any integer solution to this equation if a, b, and c are all odd integers. (No integer solution means that there does not exist any integer x that satisfies the equation ax2​ ​+ bx + c = 0).

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Given quadratic equation ant bxte =o--c let a, b,e ave au odd trdegerz If possivle let m be an integem Solutin on Since mu an

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