Graph the function y=x^2 + 2x - 3 Draw a chart to show at least three ordered pairs that are on the graph.
Graph and some order pairs
y = x2 - 2x - 3 is a parabola. Since the x2 is positive, it opens upward (concave-up). If you factor the right hand side, you get (x+1) (x-3) so that means that the x-intercepts are at -1 and +3. The vertex is halfway between these of course (at x = 1). That means the vertex is at x = 1 and y = 12 - 2(1) - 3 = -4. So draw a parabola shape with the vertex at (1, -4) and x intercepts at -1 and +3.
Any questions?
I understand it a bit, but i still have no clue what the ordered pairs would be.
it should be (-4,5),(-3,0),(-2,-3),(-1,-4),(0,-3),(1,0),(2,5)
^^^ lol
there can only be 3 ordered pairs
you can choose any three and just connect the dots
(-1.4),(1,0),(2,5)
all those order pairs are in the graph
@chuy99 is right (y)
alright I think I got it, thanks.
yw @isaacG
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