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Intersection of Tangents for a Shifted Horizontal Parabola
For tangents at parameters $$t_1,t_2$$ to:
$$(y-k)^2=4a(x-h)$$
their intersection is:
$$(h+at_1t_2,k+a(t_1+t_2))$$
Usage
- Used to find the intersection point of two tangents directly.
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Intersection of Tangents for a Shifted Horizontal Parabola
For tangents at parameters $$t_1,t_2$$ to:
$$(y-k)^2=4a(x-h)$$
their intersection is:
$$(h+at_1t_2,k+a(t_1+t_2))$$
Usage
- Used to find the intersection point of two tangents directly.
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