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1.结论及证明如图1,过抛物线y=ax~2上任意一点P的切线交x轴于A点、PB⊥x轴于B点.若∠POB=α、∠PAB=β,则有tanβ=2tanα
1. Conclusions and proofs As shown in Fig. 1, the tangent of any point P over the parabola y=ax~2 intersects the x-axis at point A and the PB⊥x-axis at point B. If POB=α and ∠PAB=β, there are Tanβ=2tanα