hexagon logo

Who can explain the word "view" ?


Why can I see the flag page without having the permission ????????


And will someone decide to erase this page, or allow everyone to erase what he wants?

It's friday, happy week-end, all, and happy flagging Slight smile !
Parents
  • Don't you have something better to do, then to complain about these Flags.


    , I just don't understand why the flag report works like the vision with my rotary Slight smile


    Don't you have something better to do, like some off the wall equation or something?


    What do you think about : R=ab/(b²cos²x+a²sin²x)^(1/2) ? (it's only the polar equation of an ellipse)
    If you derivate, it should give (ab*sin2x*(a²-b²))/((b²cos²x+a²sin²x)^3)^(1/2)
    It's really nice, it should help to find the vectors along the ellipse, with an array of angles !

    I will have to test it, later...


    As always Jeffery Happy Friday.


    Thanks Kirby, happy friday too !
Reply
  • Don't you have something better to do, then to complain about these Flags.


    , I just don't understand why the flag report works like the vision with my rotary Slight smile


    Don't you have something better to do, like some off the wall equation or something?


    What do you think about : R=ab/(b²cos²x+a²sin²x)^(1/2) ? (it's only the polar equation of an ellipse)
    If you derivate, it should give (ab*sin2x*(a²-b²))/((b²cos²x+a²sin²x)^3)^(1/2)
    It's really nice, it should help to find the vectors along the ellipse, with an array of angles !

    I will have to test it, later...


    As always Jeffery Happy Friday.


    Thanks Kirby, happy friday too !
Children