What are the intercepting points of

y^2=-4x and x^2=y

I set both equations equal to 0, but only get x=0 and there is another intercepting point. please help!

You can solve for one of the equation and substitute it into the other equation. In this case you already have y=x^2 so just plug x^2 into y in the other equation. Once you solve for X ((-4)^(1/3) you can solve for Y (-4)^(2/3)

Similar Questions
  1. What are the intercepting points ofy^2=-4x and x^2=y I set both equations equal to 0, but only get x=0 and there is another
    1. answers icon 0 answers
  2. Select the equations that are linear equations. (8 points)Responses 2x5+−2x=6 2 x to the 5th power plus negative 2 x is equal
    1. answers icon 45 answers
    1. answers icon 15 answers
  3. L1=P1(1,3,5) and P2(4,5,2)L2=P4(-1,6,-3) and P3(points not given) a. Find the equations of lines L1 and L2. P3 is the midpoint
    1. answers icon 0 answers
more similar questions