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Medal For Help - Which Equation matches this graph? a.y=2x2+2 b.y=-x2 c.y=2x2 d.y=3x2-4
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What's the y-intercept of the graph?
\[y = ax^2+bx+c \] is a parabola. if \(a < 0\) the parabola opens downward, and if \(a > 0\) the parabola opens upward. The vertex (which is either the lowest or highest point) will have an x-coordinate of \(\large-\frac{b}{2a}\) The y-intercept will be the value of \(y\) when you set \(x =0\) Those three bits of information will probably suffice.
Otherwise, pick a point that appears to have an easily-identified x-coordinate, evaluate the equation at that value of \(x\) and see if you get the matching value of \(y\).
Its c y =2x^2
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I see It runs through 2 to 2
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