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Determine whether the Comparison Test will prove whether the integral ∫1 ∞ ln(x)+4/2x^2+6 dx converges or diverges by comparing it to the integral ∫1 ∞ 1/x^2+6 dx, or if it will be inconclusive.

Determine whether the Comparison Test will prove whether the integral ∫1 ∞ ln(x)+4/2x^2+6 dx converges or diverges by comparing it to the integral ∫1 ∞ 1/x^2+6 dx, or if it will be inconclusive.

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Determine whether the Comparison Test will prove whether the integral ∫1 ∞ ln(x)+4/2x^2+6 dx converges or diverges by comparing it to the integral ∫1 ∞ 1/x^2+6 dx, or if it will be inconclusive.

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