analytic geometry
posted by angelic .
What can be said of points with equal ordinates? with equal abscissa?

All vertical lines have the same x's (abscissa)
e.g. Plot (3,4) , (3,7) , (3,1)
All horizontal lines have the same y's (ordinates)
e.g. Plot (3,4) , (2,4) , (1,4)
Respond to this Question
Similar Questions

Analytic Geometry
A parabola has a directrix y=3, axis =4 and latus rectum equal to 2. find its equation. Please help me its for my homework 
analytic geometry/graphing problem
The vertices of a triangle are the points of intersection of the line y=x1, x=2 and y = 1/5x + 13/5. Find an equation of the circle passing through all three vertices. I don't understand how to solve this: should I set them all equal … 
Analytic Geometry
The ordinate of a point P is twice the abscissa. This point is equidistant from (3, 1) and (8,2). Find the coordinates of P. 
analytic geometry
the sum of the distances of p(x) from (0 3) and (0 3) is equal to 10. 
math  analytic geometry
the sum of the distances of p(x,y) from (0 3) and (0 3) is equal to 10. 
Analytic geometry
Find the equation of the set of all points P(x,y) such that the sum of the distance from (4,0) and (4,0) is equal to 12. 
Analytic geometry
1. Find the equation of the set of all points P(x,y) that is equidistant from (3,0) and (3,5). 2. Find the equation of the set of all points P(x,y) that is twice as far from (8,8) as from (2,2). 3. Find the equation of the set … 
Analytic geometry
1. Find the equation of the set of all points P(x,y) that is equidistant from (3,0) and (3,5). 2. Find the equation of the set of all points P(x,y) that is twice as far from (8,8) as from (2,2). 3. Find the equation of the set … 
Math (Analytic Geometry)
1. Find the equation of the set of all points P(x,y) that is equidistant from (3,0) and (3,5). 2. Find the equation of the set of all points P(x,y) that is twice as far from (8,8) as from (2,2). 3. Find the equation of the set … 
analytic geometry
the segment (1,1) & (3,3) is extended a distance equal to three times its own lenght. Find the terminal points. please I need help