Let α , β ∈ N be roots of equation x^2 − 70 x + λ=0 , where λ/2 , λ/3 ∉ N. If 𝜆 assumes the minimum

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Let α,β∈N be the roots of the equation x^2-70x+λ=0, where λ/2 ,λ/3 N. If λ assumes the minimum Let α,β∈N be the roots of the equation x^2-70x+λ=0, where λ/2 ,λ/3 N. If λ assumes the minimum
Let α,β∈N be roots of equation x2−70x+λ=0, where λ2,λ3∉N. If λ assumes the minimum possible value, Let α,β∈N be roots of equation x2−70x+λ=0, where λ2,λ3∉N. If λ assumes the minimum possible value,
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Let λ ∈ ℝ, λ ≠ 0,α, β are roots of:x²-x+2λ=0, α, γ are roots of: 3x²-10x+27λ=0| (βγ) / λ= Let λ ∈ ℝ, λ ≠ 0,α, β are roots of:x²-x+2λ=0, α, γ are roots of: 3x²-10x+27λ=0| (βγ) / λ=