Question

The shortest diatance btwn the parabolas

Answer 1

hey man
Shortest distance.
Shortest distance between an ellipse and a hyperbola.
Proving that the shortest distance between two parabolas is along their common normal.
Find the minimum distance between the curves (Y - 2)² = 8(X - 4.5) and (X - 4)² = 4(Y - 6)
Tangent; Parabola; Shifted; Normal; Shortes distance.

Answer 2

The shortest distance between the parabolas y^2 = x-1 and x^2= y-1 is 3?2/k . Then find the value of k . 
Please do this question both by Maxima and minima and simple method . Please please please do it by both the methods . Do not forget to do it by both the methods ...

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