Mathematics Thread

Discussion in 'Off Topic' started by Supa_Cop_Killa, Mar 25, 2012.

  1. Directrix looks like a line perpendicular to the axis of symmetry. So for all parabolas that ate functions, it's a horizontal line

    The latus rectum is a horizontal line segment connecting the focus to the parabola. Unless its not a function. Yours should all be functions.

    You can use google if you need to see it. Google is good for math if you have a question about the definition of a word. If you don't know how to solve something then that is harder to find on google.
     
  2. 4p equals the lattus rectum. it's the horizontal distance from one side of the parabola to the other, going through the focal point
     
  3. In the pictures I see, the directrix is a horizontal line below the parabola
     
  4. I know the directrix is equidistant from the vertex as the focus is. I just don't know how to find it!
     
  5. I think nwain is right. Lol sorry I've never had to do any of this in my math classes 
     
  6. I thought the directix was the distance from the focal point to the vertex? I don't remember much of this
     
  7. Well if you know the focus point and know the vertex, double the distance between them to get the y coordinate of the directrix. Since the directrix is horizontal then you know the equation is going to be y=a constant

    I figured this out from your post Azarah 
     
  8. Ohhh I remember now. The directix is the horizontal line equidistant from the the vertex as the focal point but on the other side of the vertex
     
  9. The focal point to the vertex = directrix to vertex 



    Thaaaaanks Unicorny.
     
  10. That's the same thing nwain
     
  11. Well kinda I guess  that's presented weird
     
  12. Sorry I didn't answer the question
     
  13. Lol I think I'm starting to understand this now
     
  14. I am better at calculus and stuff I have taken more recent 
     
  15. Man, why plus sign no work! 

    What is 1 1=
     
  16.  good to know!
     
  17. Lol neph look at the bold on first page