can a curve of a quadratic polynomial meet x axis at two points
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it not not necessarily that curve of a quadratic polynomial meet x axis at two points
it may meet at no points (when it have no real solution )(D<0)
or may meet at only at one point (when it have identical solutions)(D=0)
or may meet at two points (when have two distinct solution )(D>0)
it may meet at no points (when it have no real solution )(D<0)
or may meet at only at one point (when it have identical solutions)(D=0)
or may meet at two points (when have two distinct solution )(D>0)
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,a quadratic polynomial meets x-axis
1)at two points if it has 2 real roots
2)at one point if it has 1 real and 1 complex root
3)never meets x-axis if it has two complex roots
1)at two points if it has 2 real roots
2)at one point if it has 1 real and 1 complex root
3)never meets x-axis if it has two complex roots
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