SOLUTION: Angle substended by the common tangents of two ellipses 4(x-4)2+25y2=100 and 4(x+1)2+y2=4 at the origin is

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Question 1086578: Angle substended by the common tangents of two ellipses 4(x-4)2+25y2=100 and 4(x+1)2+y2=4 at the origin is

Answer by ikleyn(52803)   (Show Source): You can put this solution on YOUR website!
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Angle substended by the common tangents of two ellipses 4(x-4)2+25y2=100 and 4(x+1)2+y2=4 at the origin is
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Ellipse = 100 and ellipse = 4.



I made the work of drawing these ellipses.

After getting the plots, I make a statement:   THIS POST IS NONSENSE.

In other words,    I T    D O E S    N O T    M A K E    S E N S E.


All other tutors can save their valuable time looking in these plots.


What else one may expect from the person who writes "Angle substended . . . "



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