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phiếu
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Xét tính đúng sa, giải thích và lập mệnh đề phủ định của các mệnh đề sau

Xét tính đúng sai, giải thích và lập mệnh đề phủ định của các mệnh đề saua) ∀x ∈ R, x^2 + x + 2> 0b) ∃x ∈ Q, x^2 - x - 3 = 0c) ∃x ∈ R+, x^2 < x
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phiếu
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chung minh

cm nếu $a_1.a_2\geq 2.(b_1+b_2)$ thì ít nhất $1$ trong $2$ phương trình sau $x^2+a_1x+b_1=0;x^2+a_2x+b_2=0$ có nghiệm

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